Chuong Trinh TC 2013

0

I HC HU

TRNG I HC KHOA HC

----------

CNG CHI TIT CC MN HC THEO CHNG TRNH TN CH

NGNH CNG NGH K THUT

IN T, TRUYN THNG

HU - 2013

1

01. NHNG NGUYN L C BN CA CH NGHA MC-LNIN 1

- Tn hc phn: Nhng nguyn l c bn ca ch ngha Mc-Lnin 1

- M hc phn: CTR1012 S tn ch: 2

- Yu cu ca hc phn: Bt buc

02. ANH VN CN BN 1

- Tn hc phn: Anh vn cn bn 1

- M hc phn: ANH1013 S tn ch: 3


03. TIN HC I CNG

1. Thng tin v ging vin: H v tn: Trng Cng Tun Chc danh, hc hm hc v: GVC, TS

a ch lin h: Khoa CNTT

in thoi, email: 054 826767

Cc hng nghin cu chnh: Ngn ng lp trnh, C s d liu

2. Thng tin v hc phn:

- Tn hc phn: Tin hc i cng

- M hc phn: TIN1013 S tn ch: 3


- Cc hc phn tin quyt: Khng

- Phn gi tn ch i vi cc hot ng:

+ Nghe ging l thuyt:30

+ Thc hnh, thc tp : 30

- a ch Khoa ph trch hc phn: Khoa Cng ngh thng tin

3. Mc tiu ca hc phn:

3.1. Mc tiu o to chung ca hc phn:

- Kin thc: Sinh vin c trang b cc kin thc c bn v tin hc v h iu hnh, bc

u nm vng cch thc lp trnh trn mt ngn ng lp trnh bc cao.

- K nng: Sinh vin c o to k nng thc hnh v h iu hnh, lp trnh gii cc bi

ton c bn trn ngn ng lp trnh bc cao.

- Thi chuyn cn: Yu cu sinh vin ln lp y cc gi l thyt v thc hnh.

3.2. Mc tiu o to c th v kin thc ca hc phn:

Phn 1. Cc kin thc c bn v tin hc v H iu hnh Windows

Chng 1. Cc kin thc c bn v tin hc

Chng 2. H iu hnh Windows

Phn 2. Ngn ng lp trnh C

Chng 3. Cc thnh phn c bn ca ngn ng lp trnh C

Chng 4. Xut nhp d liu v cc cu lnh c cu trc

Chng 5. Hm

Chng 6. Mng v con tr

Chng 7. Chui k t

4. Tm tt ni dung hc phn:

Hc phn ny bao gm phn l thuyt v thc hnh. V l thuyt, hc phn cung cp cc

khi nim c s v tin hc, cc kin thc v mt h iu hnh thng dng l Microsoft

2

Windows v cc kin thc c bn v ngn ng lp trnh C. Phn thc hnh, sinh vin vn dng

cc kin thc l thuyt hc iu khin my tnh, lp trnh gii cc bi ton c bn bng

ngn ng C.

5. Ni dung chi tit hc phn:

Phn 1. Cc kin thc c bn v tin hc v h iu hnh Windows

Chng 1. Cc kin thc c bn v tin hc

1.1. My tnh in t 1.2. Cu trc c bn ca my tnh 1.3. H m 1.4. Biu din thng tin trong my tnh in t 1.5. Khi nim v phn cng v phn mm 1.6. Cc khi nim c bn v h iu hnh

Chng 2. H iu hnh Windows

2.1. Gii thiu

2.2. Cc thao tc c bn

2.2.1. Gii thiu mn hnh windows

2.2.2. S dng chut

2.2.3. Cc thnh phn c bn ca ca s

2.2.4. Ca s My Computer, Recycle Bin

2.2.5. Gii thiu menu Start

2.2.6. Khi ng v ng cc chng trnh

2.3. Windows Explorer

2.3.1. Khi ng

2.3.2. Cc thao tc c bn

2.4. Mt s chng trnh c bn ca Control Panel

Phn 2. Ngn ng C c bn

Chng 3. Cc thnh phn c bn ca ngn ng C

3.1. B k t v t kha

3.1.1. B k t

3.1.2. T kha

3.2. Ch thch

3.3. Cc kiu d liu c bn

3.3.1. Kiu char

3.3.2. Kiu s nguyn

3.3.3. Kiu s thc

3.4. Bin

3.5. Hng

3.5.1. nh ngha hng

3.5.2. Cc loi hng:

3.6. Kiu enum

3.7. Biu thc v ton t

3.7.1. Ton t hai ngi

3.7.2. Ton t quan h

3.7.3. Ton t logic

3.7.4. Ton t x l bit

../Giao%20trinh%20C++/ml.htm#_Toc188004146#_Toc188004146../Giao%20trinh%20C++/ml.htm#_Toc188004147#_Toc188004147../Giao%20trinh%20C++/ml.htm#_Toc188004148#_Toc188004148../Giao%20trinh%20C++/ml.htm#_Toc188004149#_Toc188004149../Giao%20trinh%20C++/ml.htm#_Toc188004150#_Toc188004150../Giao%20trinh%20C++/ml.htm#_Toc188004151#_Toc188004151../Giao%20trinh%20C++/ml.htm#_Toc188004152#_Toc188004152../Giao%20trinh%20C++/ml.htm#_Toc188004153#_Toc188004153../Giao%20trinh%20C++/ml.htm#_Toc188004154#_Toc188004154../Giao%20trinh%20C++/ml.htm#_Toc188004155#_Toc188004155../Giao%20trinh%20C++/ml.htm#_Toc188004156#_Toc188004156../Giao%20trinh%20C++/ml.htm#_Toc188004158#_Toc188004158../Giao%20trinh%20C++/ml.htm#_Toc188004159#_Toc188004159../Giao%20trinh%20C++/ml.htm#_Toc188004160#_Toc188004160../Giao%20trinh%20C++/ml.htm#_Toc188004161#_Toc188004161../Giao%20trinh%20C++/ml.htm#_Toc188004162#_Toc188004162

3

3.7.5. Ton t gn

3.7.6. Ton t tng gim

3.7.7. Ton t du phy ( , )

3.7.8. Ton t iu kin 3 ngi ?:

3.8. Chuyn i kiu

3.9. u tin ca cc ton t

3.10. Cu lnh

3.11. Lnh tin x l #include

Chng 4. Xut nhp d liu v cc lnh c cu trc

4.1. Xut nhp d liu

4.1.1. Xut d liu vi hm printf

4.1.2. Nhp d liu vi hm scanf

4.1.3. Nhp chui vi hm gets

4.1.4. Xut chui ra mn hnh vi hm puts

4.1.5. Nhp k t vi hm getchar v getch

4.1.6. Xut nhp d liu trong C++

4.2. Cc cu lnh c cu trc

4.2.1. Cu trc iu khin if, switch

4.2.2. Cc cu trc lp while, do...while, for

4.3. Cc lnh r nhnh v iu kin

4.3.1. Lnh break

4.3.2. Lnh continue

4.3.3. Lnh goto

Chng 5. Hm

5.1. M u

5.2. nh ngha hm

5.3. Khai bo nguyn mu hm

5.4. Li gi hm

5.5. quy

5.6. Hm main

5.7. Cc lp lu tr bin

5.7.1. Lp auto

5.7.2. Lp extern

5.7.3. Lp static

5.7.4. Lp register

Chng 6. Mng v con tr

6.1. Mng

6.1.1. Mng mt chiu

6.1.2. Mng nhiu chiu

6.1.3. Dng mng lm tham s ca hm

6.2. Con tr

6.2.1. Khai bo bin con tr

6.2.2. Ton t tham chiu (*)

6.2.3. Cc ton t trn bin con tr

6.3. Quan h gia mng v con tr

../Giao%20trinh%20C++/ml.htm#_Toc188004163#_Toc188004163../Giao%20trinh%20C++/ml.htm#_Toc188004164#_Toc188004164../Giao%20trinh%20C++/ml.htm#_Toc188004165#_Toc188004165../Giao%20trinh%20C++/ml.htm#_Toc188004166#_Toc188004166../Giao%20trinh%20C++/ml.htm#_Toc188004167#_Toc188004167../Giao%20trinh%20C++/ml.htm#_Toc188004168#_Toc188004168../Giao%20trinh%20C++/ml.htm#_Toc188004169#_Toc188004169../Giao%20trinh%20C++/ml.htm#_Toc188004170#_Toc188004170../Giao%20trinh%20C++/ml.htm#_Toc188004173#_Toc188004173../Giao%20trinh%20C++/ml.htm#_Toc188004174#_Toc188004174../Giao%20trinh%20C++/ml.htm#_Toc188004175#_Toc188004175../Giao%20trinh%20C++/ml.htm#_Toc188004176#_Toc188004176../Giao%20trinh%20C++/ml.htm#_Toc188004177#_Toc188004177../Giao%20trinh%20C++/ml.htm#_Toc188004179#_Toc188004179../Giao%20trinh%20C++/ml.htm#_Toc188004180#_Toc188004180../Giao%20trinh%20C++/ml.htm#_Toc188004181#_Toc188004181../Giao%20trinh%20C++/ml.htm#_Toc188004184#_Toc188004184../Giao%20trinh%20C++/ml.htm#_Toc188004188#_Toc188004188../Giao%20trinh%20C++/ml.htm#_Toc188004189#_Toc188004189../Giao%20trinh%20C++/ml.htm#_Toc188004190#_Toc188004190../Giao%20trinh%20C++/ml.htm#_Toc188004191#_Toc188004191../Giao%20trinh%20C++/ml.htm#_Toc188004193#_Toc188004193../Giao%20trinh%20C++/ml.htm#_Toc188004194#_Toc188004194../Giao%20trinh%20C++/ml.htm#_Toc188004195#_Toc188004195../Giao%20trinh%20C++/ml.htm#_Toc188004196#_Toc188004196../Giao%20trinh%20C++/ml.htm#_Toc188004197#_Toc188004197../Giao%20trinh%20C++/ml.htm#_Toc188004198#_Toc188004198../Giao%20trinh%20C++/ml.htm#_Toc188004200#_Toc188004200../Giao%20trinh%20C++/ml.htm#_Toc188004201#_Toc188004201../Giao%20trinh%20C++/ml.htm#_Toc188004202#_Toc188004202../Giao%20trinh%20C++/ml.htm#_Toc188004203#_Toc188004203../Giao%20trinh%20C++/ml.htm#_Toc188004204#_Toc188004204../Giao%20trinh%20C++/ml.htm#_Toc188004210#_Toc188004210../Giao%20trinh%20C++/ml.htm#_Toc188004211#_Toc188004211../Giao%20trinh%20C++/ml.htm#_Toc188004212#_Toc188004212../Giao%20trinh%20C++/ml.htm#_Toc188004213#_Toc188004213../Giao%20trinh%20C++/ml.htm#_Toc188004214#_Toc188004214../Giao%20trinh%20C++/ml.htm#_Toc188004215#_Toc188004215../Giao%20trinh%20C++/ml.htm#_Toc188004216#_Toc188004216../Giao%20trinh%20C++/ml.htm#_Toc188004217#_Toc188004217../Giao%20trinh%20C++/ml.htm#_Toc188004218#_Toc188004218

4

6.3.1. Con tr v mng mt chiu

6.3.2. Con tr v mng hai chiu.

6.4. Cp pht vng nh

6.4.1. Hm malloc

6.4.2. Hm calloc

6.4.3. Hm free

6. Hc liu: [1] Trng Cng Tun. Ngn ng lp trnh C Cc vn ct yu, NXB i hc Hu,

2008.

[2] Trng Cng Tun, Nguyn Gia nh. Tin hc i cng, NXB Gio dc, 1999.

[3] Nguyn nh T, Hong c Hi. Ngn ng C. NXB Gio Dc, 1996.

[4] Nguyn Thanh Thy. Ngn ng C. NXB Khoa hc v K thut, 1999.

[5] Phm Vn t. K thut lp trnh C. NXB Khoa hc v K thut, 1995.

7. Hnh thc t chc dy hc:

Lch trnh dy hc

Thi

gian

Ni dung

Hnh thc t chc dy - hc

Yu cu

sinh vin

chun b

trc khi

n lp

Ghi

ch

GI LN LP

Th

c

h

nh

T

h

c

T

ng

hi

n c

u

L t

hu

yt

Bi

tp

Th

o l

u

n

Tun 1 Chng 1. Cc kin thc

c bn v tin hc

1.1. My tnh in t

1.2. Cu trc c bn ca

my tnh

1.3. H m

2 2

Tun 2 Chng 1.

1.4. Biu din thng tin

trong my tnh in t

1.5. Khi nim v phn

cng v phn mm

1.6. Cc khi nim c bn

v h iu hnh

2 2

Tun 3 Chng 2. H iu hnh

Windows

2.1. Gii thiu

2.2. Cc thao tc c bn

2 2

Tun 4 Chng 2.

2.3. Windows Explorer

2.4. Mt s chng trnh

c bn ca Control Panel

2 2

Tun 5 Chng 3. Cc thnh phn 2 2

../Giao%20trinh%20C++/ml.htm#_Toc188004219#_Toc188004219../Giao%20trinh%20C++/ml.htm#_Toc188004220#_Toc188004220../Giao%20trinh%20C++/ml.htm#_Toc188004227#_Toc188004227../Giao%20trinh%20C++/ml.htm#_Toc188004228#_Toc188004228../Giao%20trinh%20C++/ml.htm#_Toc188004229#_Toc188004229../Giao%20trinh%20C++/ml.htm#_Toc188004230#_Toc188004230

5

c bn ca ngn ng C

3.1. B k t v t kha

3.2. Ch thch

3.3. Cc kiu d liu c

bn

3.4. Bin

Tun 6 Chng 3.

3.5. Hng

3.6. Kiu enum

3.7. Biu thc v ton t

3.8. Chuyn i kiu

2 2

Tun 7 Chng 3.

3.9. u tin ca cc

ton t

3.10. Cu lnh

3.11. Lnh tin x l

#include

2 2

Tun 8 Chng 4. Xut nhp d

liu v cc lnh c cu

trc

4.1. Xut nhp d liu

2 2

Tun 9 Chng 4.

4.2. Cc cu lnh c cu

trc

2 2

Tun

10

Chng 4.

4.2. Cc cu lnh c cu

trc

2 2

Tun

11

Chng 4.

4.3. Cc lnh r nhnh v

iu kin

Tun

12

Chng 5. Hm

5.1. M u

5.2. nh ngha hm

5.3. Khai bo nguyn mu

hm

5.4. Li gi hm

2 2

Tun

13

Chng 5.

5.5. quy

5.6. Hm main

5.7. Cc lp lu tr bin

2 2

Tun

14

Chng 6. Mng v con

tr

6.1. Mng

6.2. Con tr

2 2

../Giao%20trinh%20C++/ml.htm#_Toc188004148#_Toc188004148../Giao%20trinh%20C++/ml.htm#_Toc188004149#_Toc188004149../Giao%20trinh%20C++/ml.htm#_Toc188004149#_Toc188004149../Giao%20trinh%20C++/ml.htm#_Toc188004153#_Toc188004153../Giao%20trinh%20C++/ml.htm#_Toc188004154#_Toc188004154../Giao%20trinh%20C++/ml.htm#_Toc188004158#_Toc188004158../Giao%20trinh%20C++/ml.htm#_Toc188004167#_Toc188004167../Giao%20trinh%20C++/ml.htm#_Toc188004168#_Toc188004168../Giao%20trinh%20C++/ml.htm#_Toc188004168#_Toc188004168../Giao%20trinh%20C++/ml.htm#_Toc188004169#_Toc188004169../Giao%20trinh%20C++/ml.htm#_Toc188004170#_Toc188004170../Giao%20trinh%20C++/ml.htm#_Toc188004170#_Toc188004170../Giao%20trinh%20C++/ml.htm#_Toc188004193#_Toc188004193../Giao%20trinh%20C++/ml.htm#_Toc188004194#_Toc188004194../Giao%20trinh%20C++/ml.htm#_Toc188004195#_Toc188004195../Giao%20trinh%20C++/ml.htm#_Toc188004195#_Toc188004195../Giao%20trinh%20C++/ml.htm#_Toc188004196#_Toc188004196../Giao%20trinh%20C++/ml.htm#_Toc188004197#_Toc188004197../Giao%20trinh%20C++/ml.htm#_Toc188004198#_Toc188004198../Giao%20trinh%20C++/ml.htm#_Toc188004200#_Toc188004200../Giao%20trinh%20C++/ml.htm#_Toc188004210#_Toc188004210../Giao%20trinh%20C++/ml.htm#_Toc188004214#_Toc188004214

6

Tun

15

Chng 6.

6.3. Quan h gia mng v

con tr

6.4. Cp pht vng nh

2 2

8. Chnh sch i vi hc phn v cc yu cu khc ca Ging vin:

Sinh vin phi tham gia y gi hc l thuyt v gi thc hnh trn my.

9. Phng php, hnh thc kim tra nh gi kt qu hc tp hc phn:

9.1. Kim tra nh gi thng xuyn: 2 im

9.2. Kim tra nh gi nh k: 3 im

9.3. Thi cui k: 5 im.

9.4. Lch trnh kim tra nh k, thi cui k (k c thi li)

- Kim tra gia k: Tun th 8

- Thi cui k: sau tun th 15, thi ln 2: sau tun th 20

04. C S TON

1. Thng tin v ging vin: H v tn: Nguyn Gia nh Chc danh, hc hm hc v: Ph Gio s, Tin s

a ch lin h: Khoa Ton, HKH Hu.

in thoi: 822407, Email: [email protected]

Cc hng nghin cu chnh: i s - Hnh hc - Tp

Thng tin v tr ging (nu c):


- Tn hc phn: C s ton

- M hc phn: TOA1012 S tn ch: 2



a) Mc tiu o to chung ca hc phn:

- Mc tiu ca hc phn bao gm cc mc tiu v kin thc, k nng v thi m ngi

hc tch lu c sau khi hc xong hc phn:

- Mc tiu v kin thc m ngi hc cn t c.

- Mc tiu v k nng m ngi hc cn t c.

- Mc tiu v thi m ngi hc cn t c.

b) Mc tiu o to c th v kin thc ca hc phn: Xem cc Mc 4, 5 v 7.


Ni dung ca hc phn c b tr theo 6 chng. l cc chng v Lgic ton v tp

hp, nh x, Quan h, S t nhin v s nguyn, S hu t, s thc v s phc, a thc.


Chng 1. Lgic ton v tp hp

1.1. Lgic ton 1.2. Tp hp

Chng 2. nh x

2.1. nh x

2.2. Gii tch t hp

2.3. Lc lng ca tp hp

2.4. S lc Nhm, Vnh, Trng

../Giao%20trinh%20C++/ml.htm#_Toc188004218#_Toc188004218../Giao%20trinh%20C++/ml.htm#_Toc188004218#_Toc188004218../Giao%20trinh%20C++/ml.htm#_Toc188004227#_Toc188004227mailto:[email protected]

7

Chng 3. Quan h

3.1. Quan h v cc tnh cht ca n

3.2. Quan h tng ng v quan h th t

Chng 4. S t nhin v s nguyn 4.1. S t nhin

4.2. S nguyn

Chng 5. S hu t, s thc v s phc

5.1. S hu t

5.2. S thc

5.3. S phc

Chng 6. a thc

6.1. a thc v hm a thc

6.2. Thut ton chia v thut ton Euclid tm c chng ln nht

6.3. a thc bt kh quy

6. Hc liu: [1] Nguyn Gia nh, Gio trnh C s Ton, Trng i hc Khoa hc-i hc Hu,

http://www.husc.edu.vn/Departments/Modules/Index.aspx?MenuID=22, 2007.

[2] Nguyn Gia nh, Gio trnh Ton cao cp I (Phn i s), Trung tm o to T xa-

i hc Hu, NXB Gio dc, 2003.

[3] Nguyn Gia nh, Bi tp i s tp 1, Trung tm o to T xa-i hc Hu, NXB

Gio dc, 2003.

[4] Bi Duy Hin, Bi tp i s i cng, NXB Gio dc, H Ni, 2001.

[5] Trn Din Hin-Nguyn Vn Ngc, Gio trnh Ton cao cp I, NXB Gio dc, 1997.

[6] Nguyn Hu Vit Hng, i s i cng, NXB Gio dc, H Ni, 1998.

[8] Ng Th Phit, Gio trnh i s (tp 1), Trng i hc Tng hp Hu, Hu, 1977.

[9] G. Birkhoff, S. MacLane, Tng quan v i s hin i (Bn dch ting Vit), NXB

H&THCN, H Ni, 1979.


y l ni dung rt quan trng i vi gio vin, sinh vin v ngi qun l. Mi ni dung

kin thc u c t chc dy di cc hnh thc ch yu nh: l thuyt, bi tp, tho lun,

thc hnh, hot ng theo nhm v t hc, t nghin cu. Gio vin phi cp nht ni dung

ny hng nm. Mi ni dung trong lch trnh dy hc, phi xc nh c s gi tn ch s

thc hin tng hnh thc trn. Lu rng chun b cho 01 gi l thuyt sinh vin vn c

02 gi chun b nh, cho 02 gi thc hnh sinh vin cn 01 gi chun b nh hoc 03 gi t

hc, t nghin cu. S gi tn ch thc t ng vi mi hnh thc t chc dy hc ca hc

phn:

Lch trnh dy hc

Thi

gian

Ni dung


Yu cu sinh

vin chun

b trc khi

n lp

Ghi

ch

GI LN LP

Th

c

hn

h

T

h

c, t

ng

hi

n c

u

L t

hu

yt

Bi

tp

Th

o l

u

n

Tun1 Chng 1. Lgic ton v 1 1 c ti liu

http://www.husc.edu.vn/Departments/Modules/Index.aspx?MenuID=22

8

tp hp

1.1. Lgic ton

[1] t tr.1 n

tr.9 v chun

b cc bi tp

t tr.17 n

tr.19.

Tun 2

Chng 1.

1.1. Lgic ton (tip theo)

1 1 c cc phn

v Suy lun

ton hc v

Cc phng

php chng

minh.

Tun 3 Chng 1.

1.2. Tp hp

1 1 c ti liu

[1] t tr.9 n

tr.17 v chun

b cc bi tp

t tr.20 n

tr.21.

Tun 4 Chng 2. nh x

2.1. nh x

1 1 c ti liu

[1] t tr.30

n tr.36 v

chun b cc

bi tp t tr.47

n tr.48.

Tun 5 Chng 2.

2.2. Gii tch t hp

2.3. Lc lng ca tp

hp

1 1 c ti liu

[1] t tr.36

n tr.42 v

chun b cc

bi tp t tr.49

n tr.50.

c cc phn

v Chnh hp,

t hp v hon

v.

Tun 6 Chng 2.

2.4. S lc Nhm,

Vnh, Trng

1 1 c ti liu

[1] t tr.43

n tr.46 v

chun b cc

bi tp t tr.51

n tr.52.

c cc phn

v Cc cu

trc i s c

bn.

Tun 7 Chng 3. Quan h

3.1. Quan h v cc tnh

1 1 c ti liu

[1] t tr.66

9

cht ca n

3.2. Quan h tng

ng v quan h th t

n tr.70 v

chun b cc

bi tp t tr.76

n tr.77.

c cc phn

v phn hoch

v cc phn t

c bit ca

mt tp c

sp th t.

Tun 8 Chng 3.

3.2. Quan h tng

ng v quan h th t

(tip theo)

1 1 c ti liu

[1] t tr.71

n tr.75 v

chun b cc

bi tp t tr.78

n tr.80.

Tun 9 Chng 4. S t nhin v

s nguyn

4.1. S t nhin

1 1 c ti liu

[1] t tr.89

n tr.94 v

chun b cc

bi tp t

tr.102 n

tr.103.

c cc phn

v Php chng

minh quy np.

Tun

10

Chng 4.

4.2. S nguyn

1 1 c ti liu

[1] t tr.94

n tr.101.

c cc phn

v S nguyn

mul.

Tun

11

Chng 5. S hu t, s

thc v s phc

5.1. S hu t

1 1 c ti liu

[1] t tr.110

n tr.116.

c cc phn

v Tnh cht

ca s hu t.

Tun

12

Chng 5.

5.2. S thc

1 1 c ti liu

[1] t tr.116

n tr.124.

c cc phn

v Tnh cht

ca s thc.

Tun Chng 5. 1 1 c ti liu

10

13 5.3. S phc [1] t tr.124

n tr.129 v

chun b cc

bi tp t

tr.130 n

tr.131.

Tun

14

Chng 6. a thc

6.1. a thc v hm a

thc

6.2. Thut ton chia v

thut ton Euclid tm

c chng ln nht

1 1 c ti liu

[1] t tr.139

n tr.143 v

chun b cc

bi tp t

tr.146 n

tr.147.

Tun

15

Chng 6.

6.3. a thc bt kh quy

1 1 c ti liu

[1] t tr.143

n tr.145.

c cc phn

v a thc bt

kh quy trn

cc trng s.

Lu : Do hc phn Php tnh vi tch phn hm mt bin cn hc phn C s ton lm

iu kin tin quyt v hai hc phn ny thuc cng mt hc k, nn khi sp thi kho biu b

phn gio v c th xp thnh 5 tun u. C th, t tun 1 n tun 3 ghp vo tun th nht,

t tun 4 n tun 6 ghp vo tun th hai, t tun 7 n tun 9 ghp vo tun th ba, t tun

10 n tun 12 ghp vo tun th t, t tun 13 n tun 15 ghp vo tun th nm.

8. Chnh sch i vi hc phn v cc yu cu khc ca ging vin:

Nhng yu cu ca ging vin i vi sinh vin trong qu trnh dy hc:

a. Lp k hoch chi tit thc hin tt c cc nhim v i vi tng tit hc m ging vin

giao: tm, c, ghi chp nhng ti liu lin quan, hon thnh bi tp, chun b bi trnh by ti

cc bui tho lun, chun b cc ni dung lm vic theo nhm, cc vn cn hi trao i

vi ging vin, n bi, c bi mi,

b. Thc hin tt k hoch chi tit ni trn tch lu c kin thc, k nng theo yu cu

tng bi hc, mn hc.

c. Trc khi n lp: xem xt li vic hon thnh k hoch hc tp ca mnh chc chn

hon thnh khi lng kin thc m ging vin yu cu hoc cc vn cn trao i

nhm gii p nhng khc mc, cha r.

d. Phi ghi chp trn lp y cc ni dung sau:

- Mc tiu ca bi hc v cu trc ca ni dung bi hc;

- Nhng kin thc ct li ca bi hc nh hng t duy v cho vic lp k hoch hon

thnh khi lng kin thc theo yu cu;

- Cc hng dn ca ging vin cho sinh vin t hc.


9.1. Kim tra nh gi thng xuyn: 10%

9.2. Kim tra nh gi nh k: 40%

- Tham gia hc tp trn lp (i hc y , chun b bi v tt v tch cc tho lun);

11

- Phn t hc, t nghin cu (hon thnh tt ni dung, nhim v m ging vin giao cho c

nhn/ tun; bi tp nhm/thng; bi tp c nhn /hc k );

- Hot ng theo nhm;

- Kim tra nh gi gia k;

- Cc kim tra khc (nu c).

9.3. Thi cui k: 50%


- Kim tra gia k: Tun th 5 v tun th 11


05. I S TUYN TNH V HNH HC GII TCH

1. Thng tin v ging vin: H v tn: Tn Tht Tr Chc danh, hc hm, hc v: PGS.TS.

a im lm vic: Trng i hc Khoa Hc Hu, 77 Nguyn Hu, Hu

a ch lin h: Trng i hc Khoa Hc Hu, 77 Nguyn Hu, Hu

Email: [email protected]

2. Thng tin chung v hc phn: - Tn hc phn: i s tuyn tnh v Hnh hc gii tch


- Yu cu ca hc phn: bt buc

- Cc hc phn tin quyt: hon thnh chng trnh ph thng trung hc


Nghe ging l thuyt: 26

Lm bi tp trn lp: 0

Tho lun: 4

- a ch Khoa/ B mn ph trch hc phn: Khoa Ton, HKH Hu

3. Mc tiu ca hc phn: Trang b cho sinh vin mt cch c h thng nhng kin thc c bn ca mn hc i s

tuyn tinh nh s phc, khng gian vc-t, nh x tuyn tnh, ma trn, nh thc, khng gian

Euclide. Bit vn dng nhng kin thc hc gii quyt nhng bi ton t ra ca mn

hc, bit cch gii h phng trnh tuyn tnh, cch tm ma trn nghch o, ng dng trong

hnh hc kho st ng thng v mt phng trong khng gian, bit cch v cc ng bc hai,

mt bc hai dng chnh tc.

4. Tm tt ni dung hc phn: Ni dung gm cc khi nim Tp hp v nh x, S phc, Khng gian vc-t, nh x

tuyn tnh v ma trn, nh thc, Khng gian Euclide.

5. Ni dung chi tit hc phn: Chng 1. Tp hp v nh x

1.1. Tp hp v cc php ton

1.2. Tp hp tch

1.3. nh x

Chng 2. S phc

2.1. nh ngha v cc php tnh

2.2. Biu din hnh hc ca s phc

2.3. ng dng vo i s v lng gic

12

Chng 3. Khng gian vc-t 3.1. Khi nim v khng gian vc-t

3.2. c lp tuyn tnh

3.3. C s

3.4. Khng gian vc-t c s chiu hu hn

Chng 4. nh x tuyn tnh v ma trn

4.1. nh x tuyn tnh

4.2. Cc tnh cht ca nh x tuyn tnh

4.3. Ma trn ca mt nh x tuyn tnh

4.4. Php tnh ma trn

4.5. Ma trn kh nghch

Chng 5. nh thc 5.1. nh ngha nh thc

5.2. Cc tnh cht ca nh thc

5.3. Tnh nh thc

Chng 6. ng dng ca nh thc 6.1. H phng trnh tuyn tnh

6.2. H Cramer

6.3. Gii h phng trnh tuyn tnh bng php kh Gauss

6.4. Nghch o ca mt ma trn vung

6.5. Gi tr ring, vc-t ring ca mt ma trn vung

Chng 7. Khng gian Euclide 7.1. Tch v hng

7.2. Khng gian Euclide

7.3. H quy chiu trc chun

7.4. Php tnh tin

7.5. ng thng trong mt phng Euclide

7.6. Mt phng trong khng gian Euclide

7.7. Dng chnh tc ca ng bc hai

7.8. Dng chnh tc ca mt bc hai

6. Hc liu: Ti liu tham kho chnh

[1]. L. Lesieur, Cl. Joulain, Ton cao cp (Tp I), ti liu lu hnh ni b, c th tm th

vin Trng i hc Khoa Hc.

Ti liu c thm

[2]. Nguyn nh Tr, T Vn nh, Nguyn H Qunh, Ton hc cao cp (Tp I), i s

v Hnh hc gii tch, Nh xut bn gio dc, 2007.

7. Hnh thc t chc dy hc: Hc phn c chia lm 15 tun, mi tun ln lp 2 tit. Sinh vin phi c trc ni dung

s hc trong tun, sau nghe gio vin ging nhng ni dung chnh.Sinh vin v nh c li

nhng ni dung trn v lm bi tp trong cc ti liu tham kho t kim tra kin thc

hc. Nhng ni dung cha hiu s c gii p trong gi tho lun hoc hi ring gio vin.

Lch trnh ging dy

13

Thi

gian

Ni dung

Hnh thc t chc dy - hc Yu cu

sinh vin

chun

b trc

khi ln lp

Ghi

ch GI LN LP T

nghin

cu L

thuyt

Bi

tp

Tho

lun

Tun 1 Chng 1. Tp hp v

nh x

1.1, 1.2, 1.3

Chng 2. S phc

2.1

2 c trc

cc ni

dung s hc

trong tun.

Tun 2 Chng 2. S phc

2.2 , 2.3

2 c trc

cc ni

dung s

hc trong

tun.

Tun 3 Chng 3. Khng gian

vc-t

3.1, 3.2

1 1 3.2 c trc

cc ni

dung s hc

trong tun.

Tun 4 Chng 3. Khng gian

vc-t

3.3, 3.4

2 c trc

cc ni

dung s hc

trong tun.

Tun 5 Chng 4. nh x

tuyn tnh v ma trn

4.1, 4.2, 4.3

2 4.3 c trc

cc ni

dung s

hc trong

tun.

Tun 6 Chng 4. nh x

tuyn tnh v ma trn

4.4, 4.5

2 c trc

cc ni

dung s hc

trong tun.

Tun 7 Chng 5. nh thc

5.1, 5.2, 5.3

2 c trc

cc ni

dung s hc

trong tun.

Tun 8 Kim tra gia k 2

Tun 9 Chng 6. ng dng

ca nh thc

6.1, 6.2

2 c trc

cc ni

dung s

hc trong

tun.

Tun Chng 6. ng dng 2 c trc

14

8. Chnh sch i vi hc phn v cc yu cu khc ca ging vin: 9. Phng php, hnh thc kim tra, nh gi kt qu hc tp hc phn:

- Kim tra nh gi gia k (tun th 8)

- Thi cui k l thi vt (sau tun th 15), thi ln hai: sau tun th 20

- im ca hc phn bng hai ln im thi cui k cng im kim tra gia k chia cho 3

ri lm trn c im l mt s nguyn.

06. PHP TNH VI TCH PHN HM MT BIN

1. Thng tin v ging vin: H v tn: Nguyn c Lim Chc danh, hc hm hc v: GVC. TS.

a ch lin h: Khoa Ton, HKH, H Hu.

in thoi, email: 054.822407

Cc hng nghin cu chnh: Phng trnh o hm ring phi tuyn cp mt

Thng tin v tr ging:


- Tn hc phn: Php tnh vi tch phn hm mt bin

10 ca nh thc

6.3, 6.4

cc ni

dung s

hc trong

tun.

Tun

11

Chng 6. ng dng

ca nh thc

6.5

1 1 c trc

cc ni

dung s

hc trong

tun.

Tun

12

Chng 7. Khng gian

Euclide

7.1, 7.2, 7.3

2 c trc

cc ni

dung s

hc trong

tun.

Tun

13

Chng 7. Khng gian

Euclide

7.4 , 7.5

1 1 7.4 c trc

cc ni

dung s

hc trong

tun.

Tun

14

Chng 7. Khng gian

Euclide

7.6, 7.7

2 c trc

cc ni

dung s

hc trong

tun.

Tun

15

Chng 7. Khng gian

Euclide

7.8

1 1 c trc

cc ni

dung s

hc trong

tun.

15



- Cc hc phn tin quyt: C s Ton

- Cc yu cu khc i vi cc hc phn


+ Nghe ging l thuyt: 15

+ Lm bi tp trn lp: 13+2KT

+ Tho lun:

+ Thc hnh, thc tp ( PTN, Nh my, CQ, Studio, in gi):

+ Hot ng theo nhm:

+ T hc:

- a ch Khoa/ B mn ph trch hc phn: Khoa Ton


Cung cp cho sinh vin cc kin thc c bn ca php tnh vi tch phn hm mt bin, lm

nn tng cho vic nghin cu cc hc phn v sau ca Gii tch cng nh cc mn hc khc.


Hc phn bao gm: Gii hn hm s, o hm v vi phn ca hm mt bin s. Cc

phng php tnh tch phn xc nh, tch phn suy rng ca hm mt bin s. Tng quan v

chui s, chui hm ly tha, chui Fourier.


Chng 1. Hm s, gii hn hm s

1.1. Dy s: nh ngha gii hn ca dy, tnh cht ca dy hi t, gii hn v hn, gii hn

ca mt s dy c bit

1.2. Hm s: nh ngha (hm n iu, hm chn, hm l, hm tun hon, hm hp, hm

n, hm ngc). Cc hm s s cp c bn (hm lu tha, hm s m, hm s lgarit, cc hm

lng gic v lng gic ngc). Hm s s cp (nh ngha, cc hm a thc, phn thc hu

t, cc hm hyperbolic)

1.3. Gii hn ca hm s (nh ngha, cc tnh cht ca gii hn hm s, So snh cc i

lng v cng b, v cng ln, phn chnh ca cc v cng b, v cng ln).

1.4. Hm lin tc (nh ngha, cc tnh cht c bn).

Chng 2. o hm v vi phn ca hm mt bin s

2.1. o hm cp mt. (nh ngha. ngha. Tnh cht. Cch tnh)

2.2. o hm cc hm s cp.

2.3. o hm cp cao. Cng thc Leibnitz.

2.4. Vi phn bc nht. (nh ngha. ngha. Cch tnh).Vi phn bc cao.

2.5. Cc nh l gi tr trung bnh. (im cc tr. nh l Fermat. nh l Roll. nh l

Lagrange. nh l Cauchy)

2.6. Cng thc Taylor (Cng thc Taylor cho mt a thc, cho mt hm s. Cng thc

Maclaurin. Cc cng thc gn ng. Php ni suy)

2.7. Quy tc L'Hospital kh cc dng v nh.

2.8. ng dng o hm kho st hm s (tnh n iu, cc tr, gi tr ln nht, nh

nht, tnh li, lm, tim cn ca hm s, s chung kho st s bin thin v v th ca

hm s).

Chng 3. Tch phn hm mt bin

3.1. Tch phn bt nh

16

3.1.1. Khi nim nguyn hm v tch phn bt nh, tnh cht.

3.1.2. Cch tnh tch phn bt nh (phng php i bin s, phng php tch phn tng

phn).

3.1.3. Tch phn cc hm hu t.

3.1.4. Tch phn cc hm hu t ho c.

3.2. Tch phn xc nh

3.2.1. nh ngha tch phn xc nh.

3.2.2. Tnh cht ca tch phn xc nh.

3.2.3. Cch tnh tch phn xc nh (Cng thc Newton Leibnitz. Phng php i bin s,

phng php tch phn tng phn.)

3.2.4. Tnh din tch, di ng cong, th tch, din tch mt trn xoay.

3.3. Tch phn suy rng.

3.3.1. Tch phn suy rng vi cn v hn (nh ngha v cc tnh cht c bn. Cc du hiu

hi t).

3.3.2. Tch phn suy rng vi cn hu hn (nh ngha v cc tnh cht c bn. Cc du

hiu hi t).

3.3.3. Lin h gia hai loi tch phn suy rng.

Chng 4. Chui s v chui hm 4.1. Chui s (nh ngha, s hi t,phn k ca chui s. Chui dng v cc du hiu

hi t. Chui an du)

4.2. Chui hm. Chui hm lu tha. (nh ngha. Min hi t, bn knh hi t ca chui

lu tha. Khai trin hm thnh chui lu tha)

4.3. Chui Fourier (nh ngha. H s Fourier. Khai trin mt hm thnh chui Fourier.

Cc khai trin chn, l).

6. Hc liu: 1. Nguyn nh Tr, T Vn nh, Nguyn H Qunh, Ton Cao Cp tp II, NXbGD

(2002).

2. Nguyn nh Tr, T Vn nh, Nguyn H Qunh, Bi tp Ton Cao Cp tp II,

NXbGD (2002).

3. Phan Vn Hp, o Huy Bch, Phm Th Oanh; Php tnh vi phn v tch phn ca hm

mt bin, (Nhm ngnh II), Nxb i hc Quc gia H Ni, 1998.

4. Phan Vn Hp, o Huy Bch, Phm Th Oanh; Php tnh vi phn v tch phn ca hm

nhiu bin, chui s v chui hm (Nhm ngnh II), Nxb i hc Quc gia H Ni, 1998.


Lch trnh dy hc

Thi

gian Ni dung

Hnh thc t chc dy hc

Yu cu sinh

vin chun

b trc khi

n lp

Ghi

ch

GI LN LP

Th

c

hn

h

T

hc,

t

ng

hi

n c

u

L

thuyt

Bi

tp

Tho

lun

Tun 1

Chng 1.

1.1

1.2

2

c Q3, tr

12-31.

17

Tun 2

Chng 1.

1.2

1.3

1

1

c Q3, tr

31-41

Chun b BT

16, 17, 18 Tr

8-9, Q2.

Tun 3

Chng 1.

1.3

1.4

1

1

Chun b BT

3-8 Tr 35-36,

Q2

c Q3, tr

41-45

Chun b BT

12-13 Tr 37,

Q2

Tun 4 Chng 2.

2.1-2.4

1

1

c Q3, tr

46-57

Chun b BT

1-3 Tr 54,

BT 13, 14,16,

18,22,23

Tr 56,57 Q2

Tun 5 Chng 2.

2.5-2.6

1

1

c Q3, tr

58-70

Chun b BT

1,2,7,8 Tr 81,

82

Tun 6

Chng 2.

2.6

2.7

1

1

Chun b BT

13,14,15 Tr

83, Q2

c Q3, tr -

71-76

Chun b BT

10 Tr 83, Q2

Tun 7

Chng 2.

2.8

1

1

c Q3, tr -

77-90

Chun b BT

16,17,18 Tr

83,84, Q2

Tun 8

Chng 2.

2.9

Chng 3.

3.1

1

1

c Q3, tr -

91-96

Chun b BT

20 Tr84, Q2

c Q3, tr -

100-115

Tun 9 Chng 3. Chun b BT

18

3.1

3.2

1

1 1,2,3, Tr109-

111, Q2

c Q3, tr -

116-134

Tun 10 Chng 3.

3.2

2

Chun b BT

5,6,7,8 Tr

133 134,

BT15,17,

18,19,20 Tr

135,136, Q2

Tun 11

Chng 3.

3.2

3.3

1

1

c Q3, tr -

134-139

Chun b BT

21,22 Tr

136,137 Q2

Tun 12

Kim tra

2

Tun 13

Chng 4.

4.1

1

1

c Q4, tr

83-94.

Chun b BT

1-4 Tr 168-

170, Q2

Tun 14 Chng 4.

4.2

1

1

c Q4, tr

95-105.

Chun b BT

11,12,14,15,1

7 Tr 172-173,

Q2

Tun 15 Chng 4.

4.3

1

1

c Q4, tr

105-113.

Chun b BT

21-27 Tr 175-

176, Q2


Sinh vin cn lm c cc bi tp trong cc ti liu ch ra lch trnh ging dy, thc

hin mt bi kim tra gia k v bi thi kt thc hc phn.


- Sinh vin lm bi kim tra gia k ti tun th 12 v ni dung 3 chng u.

- Thi cui k: sau tun th 15.

- Bi kim tra gia k c h s 0.2, chm bi tp c h s 0.1 v bi kim tra hc phn c

h s 0.7.

07. VT L I CNG 1

1.Thng tin v ging vin:

19

H v tn: Phan nh Gi Chc danh, hc hm, hc v: GVC.TS

Thi gian, a im lm vic: Khoa Vt l , trng HKH Hu.

a ch lin lc: Khoa Vt l , trng HKH, 77 Nguyn Hu Hu.

in thoi, email: 0905156253- [email protected]

Cc hng nghin cu chnh: Gm in t

Thng tin v tr ging:

2. Thng tin chung v hc phn:

- Tn hc phn: Vt l i cng 1

- M hc phn: VLY1012 S tn ch: 2


- Cc hc phn tin quyt:

- Cc yu cu khc i vi hc phn:

- Phn gi tn ch i vi cc hat ng:

+ Nghe ging l thuyt: 24 gi

+ Lm bi tp trn lp: 6 gi

+ Tho lun:

+ Thc hnh, thc tp:

+ Hat ng theo nhm:

+ T hc:

- a ch Khoa/B mn ph trch hc phn: Khoa Vt l , trng HKH Hu

3. Mc tiu ca hc phn: 3.1. Mc tiu o to chung ca hc phn:

- Kin thc: Nm c cc i lng, n v c bn ca vt l, th nguyn ca i lng

vt l; cc i lng m t cc chuyn ng n gin v nguyn nhn gy ra chuyn ng ca

cht im, cht rn, cht lu; cc nh lut bo ton trong c hc; ni dung ca cc nguyn l

trong nhit ng lc hc; cc khi nim c bn nh nhit , ni nng, cng, nng lng. Bit

vn dng cc nh lut gii thch mt s hin tng thng gp v lm cc bi tp theo ni

dung trong chng trnh di dng p dng cc cng thc.

- K nng:

- Thi chuyn cn:

3.2. Mc tiu o to c th v kin thc ca hc phn: Cung cp cho hc vin cc kin thc

lin quan n cc dng chuyn ng c v nhit ca vt cht

4. Tm tt ni dung hc phn: Ni dung hc phn c 13 chng, trong phn c hc c 9 chng v phn nhit hc c 4

chng


Chng 1. ng hc cht im

1.1. M u

1.1.1. H o lng quc t

1.1.2. Cc i lng v n v c bn: Chiu di, thi gian, khi lng

1.1.3. Th nguyn ca cc i lng vt l

1.2. To , dch chuyn, vn tc tc thi, vn tc trung bnh

1.3. Gia tc tc thi, gia tc trung bnh

1.4. Chuyn ng trn u

20

1.5. Chuyn ng trong mt phng v trong khng gian

1.6. Chuyn ng tng i

Chng 2. ng lc hc cht im

2.1. nh lut I Newton. Khi nim v lc. Khi lng

2.2. nh lut II Newton. Mt vi loi lc c bit

2.3. nh lut III Newton. Lc v phn lc

2.4. p dng cc nh lut Newton

2.5. Lc trong chuyn ng trn u. Khi nim v lc qun tnh

2.6. ng lng, xung lc. nh lut bin v bo ton ng lng

Chng 3. Cng v nng lng

3.1. Cng trong chuyn ng thng ca lc khng i

3.2. Cng ca lc bin i

3.3. Cng ca lc l xo

3.4. ng nng. Th nng

3.5. Cng sut

3.6. nh lut bo ton c nng

Chng 4. nh lut vn vt hp dn

4.1. nh lut vn vt hp dn. Khi lng qun tnh v khi lng hp dn

4.2. Th nng hp dn

4.3. Chuyn ng trong trng hp dn

4.4. V tinh v hnh tinh

4.5. Cc nh lut Kepler

Chng 5. Chuyn ng quay

5.1. Chuyn ng quay ca vt rn quanh mt trc quay c nh. Vn tc gc, gia tc gc .

5.2. Lin h gia vn tc di v vn tc gc, gia tc di v gia tc gc ca mt im ca vt

rn

5.3. ng nng trong chuyn ng quay

5.4. M men qun tnh ca mt vi vt thng gp

5.5. Phng trnh c bn ca chuyn ng quay ca vt rn

5.6. Chuyn ng tng i ca mt cht im trong h quy chiu quay quanh mt trc

quay c nh. Gia tc Coriolis, lc Coriolis

5.7. Lc Coriolis i vi mt vt chuyn ng trn mt t

Chng 6. Dao ng

6.1. Khi nim v dao ng

6.2. Dao ng iu ho n gin

6.3. Lc trong dao ng iu ho n gin

6.4. Bin i nng lng trong dao ng iu ha

6.5. Con lc ton hc v con lc vt l

6.6. Lin h gia dao ng iu ho v chuyn ng trn u

Chng 7. Thuyt tng i hp

7.1. Tng i l g?

7.2. Cc tin . Tnh bt bin ca vn tc nh sng

7.3. Tng i ca khng gian v thi gian

7.4. Php bin i Lorentz (khng chng minh), mt s h qu

7.5. Php bin i ca vn tc

21

7.6. S tng ng gia khi lng v nng lng

7.7. ngha chung ca thuyt tng i

Chng 8. C hc cht lu

8.1. nh l Bernoulli

8.2. S chy ca cht lu trong ng

8.3. Lc cn trong cht lu. nht

Chng 9. Kh l tng

9.1. Nhit . p sut

9.2. Cc nh lut thc nghim v cht kh l tng

9.3. Phng trnh trng thi ca kh l tng

Chng 10. Thuyt ng hc cht kh

10.1. Thuyt ng hc cht kh.

10.2. p sut v nhit theo quan im ca thuyt ng hc cht kh.

10.3. ng nng ca chuyn ng tnh tin ca phn t.

10.4. Qung ng t do trung bnh.

10.5. S phn b phn t theo vn tc

10.6. Nhit dung ring ca kh l tng.

10.7. S phn b u nng lng theo bc t do.

10.8. Cc hin tng truyn: Khuch tn, truyn nhit, ni ma st.

Chng 11. Nguyn l 1 nhit ng lc hc

11.1. Quan h gia nhit v cng

11.2. Nguyn l 1 nhit ng lc hc

11.3. p dng ca nguyn l 1

11.4. S truyn nhit

Chng 12. Nguyn l 2 nhit ng lc hc

12.1. Cng sinh ra trong qu trnh ng nhit

12.2. ng c nhit, my lnh

12.3. Qu trnh thun nghch, khng thun nghch

12.4. Chu trnh Carnot

12.5. Nguyn l 2 nhit ng lc hc

12.6. Khi nim entropy

12.7. Entropy trong qu trnh bt thun nghch

12.8. Entropy v nguyn l 2

12.9. Cc hm nhit ng

Chng 13. Cht lng

13.1. Hin tng cng mt ngoi

13.2. Hin tng mao dn

13.3. p sut thm thu. nh lut Van - Hofl

5. Hc liu: Hc liu bt buc:

1. Ng Ph An, Lng Duyn Bnh v cc tc gi khc. Vt l i cng Tp I: C - Nhit.

NXB i hc v Trung hc chuyn nghip, 1985.

2. Lng Duyn Bnh (ch bin). Vt l i cng Tp I. NXB Gio dc, 1994.

Hc liu tham kho:

22

1. David Halliday, Fundamentals of physics. 1993 (Bn dch ting Vit: C s vt l tp I,

II v III; NXB Gio dc, 1996.

2. m Trung n, Nguyn Trng Ph. Vt l phn t. NXB Gio dc, 1993.

3. m Trung n, Nguyn Vit Knh. Vt l phn t v nhit hc. NXB i hc, 1985.


Thi

gian

Ni dung

Hnh thc t chc

dy - hc

Yu cu

sinh vin

chun b

trc khi

n lp

Ghi

ch

GI LN LP

L t

hu

yt

Bi

tp

Th

o l

u

n

Tun 1 ng hc cht im 2

Tun 2 ng lc hc cht im 2

Tun 3 ng lc hc cht im 1 1

Tun 4 Cng v nng lng 1 1

Tun 5 nh lut vn vt hp dn 1 1

Tun 6 Chuyn ng quay 2

Tun 7 Dao ng 2

Tun 8 Thuyt tng i hp

Kim tra

1

1

Tun 9 Thuyt tng i hp

C hc cht lu

1

1

Tun 10 C hc cht lu

Kh l tng

1

1

Tun 11 Thuyt ng hc cht kh 1 1

Tun 12 Nguyn l 1 Nhit ng lc

hc

1

1


hc

2


hc

1

1

Tun 15 Cht lng 2


Yu cu hc vin tham gia y cc bi ging, lm bi tp v tch cc tho lun.

9. Phng php, hnh thc kim tra - nh gi kt qu hc tp hc phn:

9.1. Kim tra nh gi thng xuyn: 5%

9.2. Kim tra nh gi nh k:

- Tham gia hc tp trn lp:

- Phn t hc, t nghin cu: 5%

- Hat ng theo nhm:

23

- Kim tra nh gi gia k: 20%

9.3. Thi cui k: 70%

9.4. Lch trnh kim tra nh k, thi cui k:

- Kim tra gia k: tun th 8


08. VT L I CNG 2

1. Thng tin v ging vin:

H v tn: Nguyn Mnh Sn Chc danh, hc hm, hc v: TS. GVC

Thi gian, a im lm vic: Trng i hc khoa hc Hu

a ch lin lc: Khoa Vt l, Trng i hc Khoa hc.

in thoi: 054.3823462, email: manhson03@yahoo. com

Cc hng nghin cu chnh: Quang ph hc ca vt rn

H v tn: Nguyn Vn To Chc danh: ThS, GVC

Thi gian, a im lm vic:

a ch lin h: Khoa Vt l , Trng i hc Khoa hc Hu, 77 Nguyn Hu - Hu.

in thoi: 0914415754.

Cc hng nghin cu chnh: Vt l Laser, phn tch quang ph, thng tin quang


- Tn hc phn: Vt l i cng 2

- M hc phn:VLY1022 S tn ch: 2


- Cc hc phn tin quyt:


- Phn gi tn ch i vi cc hat ng:



+ Tho lun: 2 gi

+ Thc hnh, thc tp:

+ Hat ng theo nhm:

+ T hc:

- a ch Khoa/B mn ph trch hc phn: Khoa Vt l, Trng i hc Khoa hc



- Kin thc: Nhm cung cp cho sinh vin nhng kin thc c bn v in trng v t

trng, bn cht sng ca nh sng v cc hin tng lin quan c chng minh bng thc

nghim.

- K nng:

- Thi chuyn cn:

3.2. Mc tiu o to c th v kin thc ca hc:


- Cc khi nim v nhng c trng c bn ca in trng tnh v t trng khng i.

mi lin h gia in trng v t trng cng vi qu trnh bin i gia chng theo thi gian

v khng gian.

Trnh by v cc phn c bn sau:

mailto:manhson03@yahoo

24

- C s v quang hnh hc: cc nh lut v quang hnh v cc i lng trc quang.

- C s v quang hc sng: Hin tng giao thoa v hin tng nhiu x nh sng.

- Tnh cht sng ngang ca nh sng: hin tng phn cc.

- Cc ng dng ca cc hin tng trn vo trong thc t.

- Quang hc lng t.


Chng 1. Trng tnh in

1.1. nh lut Culng

1.2. Vect cng in trng

1.3. in thng

1.4. nh lut xtrgratxki-Gaux

1.5. in th. Th nng

Chng 2. Vt dn

2.1. in dung ca vt dn c lp

2.2. H vt dn tch in cn bng. T in

2.3. Nng lng in trng

Chng 3. T trng khng i

3.1. Tng tc t ca dng in. nh lut Ampe

3.2. Vect cm ng t v vect cng t trng

3.3. T thng. nh l xtrgratxki-Gaux i vi t trng

3.4. Lu s ca vect cng t trng. nh l Ampe v dng in ton phn

3.5. T lc

Chng 4. Hin tng cm ng in t

4.1. Cc nh lut v hin tng cm ng in t

4.2. Hin tng t cm

4.3. Nng lng t trng

Chng 5. Trng in t

5.1. Cc lun im ca Mcxoen

5.2. Trng in t v h thng cc phng trnh Mcxoen

Chng 6. C s ca quang hnh hc

6.1. Cc nh lut c bn ca quang hnh hc

6.2. Cc i lng trc quang.

Chng 7. Hin tng giao thoa nh sng

7.1. C s ca quang hc sng

7.2. Hin tng giao thoa ca hai sng nh sng kt hp

7.3. Giao thoa gy bi cc bn mng

7.4. ng dng hin tng giao thoa

Chng 8. Hin tng nhiu x nh sng

8.1. Hin tng nhiu x nh sng

8.2. Nhiu x gy bi cc sng cu.

8.2.1. Nguyn l Huyghen - Frnen

8.2.2.Biu thc ca dao ng sang ti mt im.

8.2.3. Phng php i cu Frnen

8.3. Nhiu x gy bi cc sng phng

8.3.1. Nhiu x qua mt khe hp

25

8.3.2.Nhiu x qua nhiu khe hp

8.4. ng dng hin tng nhiu x

Chng 9. Hin tng phn cc nh sng

9.1. Hin tng phn cc nh sng

9.2. Phn cc nh sang do phn x v khc x. nh lut Malus

9.3. ng dng hin tng phn cc

6. Hc liu:

1. Lng Duyn Bnh (ch bin). Vt l i cng - Tp 2. NXB GIO DC 2003

2. Lng Duyn Bnh (ch bin). Vt l i cng - Tp 3. NXB GIO DC 2003

3. Nguyn Vit Knh, Bch Thnh Cng, Phan Vn Thch.Vt l hc i cng. Tp 1,

NXB i hc Quc gia H Ni 2002

4. DAVID HALLIDAY. C s Vt l. NXB GIO DC 1998

5. L Thanh Hoch. Quang hc


Lch trnh dy hc

Thi

gian

Ni dung

Hnh thc t chc

dy - hc Yu cu

sinh vin

chun b

trc khi

n lp

Ghi

ch

GI LN LP

L t

hu

yt

Bi

tp

Th

o l

u

n

Tun 1 Chng 1. Trng tnh in

1.1. nh lut Culng

1.2. Vect cng in trng

1.3. in thng

2

Tun 2 Chng 1. Trng tnh in

1.4. nh lut xtrgratxki-

Gaux

1.5. in th, Th nng

Bi tp chng 1

1

1

Tun 3 Chng 2. Vt dn

2.1. in dung ca vt dn c lp

2.2. H vt dn tch in cn

bng. T in

2.3. Nng lng in trng

2

Tun 4 Bi tp chng 2

Chng 3. T trng khng i

3.1. Tng tc t ca dng in -

nh lut Ampe

3.2. Vect cm ng t v vect

cng t trng

1

1

26

Tun 5 Chng 3. T trng khng i

3.3. T thng. nh l

xtrgratxki-Gaux i vi t

trng

3.4. Lu s ca vect cng

t trng. nh l Ampe v dng

in ton phn

3.5. T lc

2

Tun 6 Bi tp chng 3

Chng 4. Hin tng cm ng

in t

4.1. Cc nh lut v hin tng

cm ng in t

1

1

Tun 7 Chng 4. Hin tng cm ng

in t (tt)

4.2. Hin tng t cm

4.3. Nng lng t trng

Chng 5. Trng in t

5.1. Cc lun im ca Mcxoen

2

Tun 8 Chng 5. Trng in t (tt)

5.2. Trng in t v h thng

cc phng trnh Mcxoen

Kim tra

1

1

Tun 9 Chng 6. C s quang hnh hc

6.1. Cc nh lut c bn ca

quang hnh hc

6.2. Cc i lng trc quang

1 1

Tun 10 Chng 7. C S giao thoa nh

sng

7.1. C s ca quang hc sng

7.2. Hin tng giao thoa ca hai

sng nh sng kt hp

7.3. Giao thoa gy bi cc bn

mng

- Vn cng nghing

2

Tun 11 7.4. Giao thoa gy bi cc bn

mng

- Vn cng dy

+ ng dng hin tng giao thoa

+ Tho lun trn lp v lm bi

tp trn lp cc chng 6, 7

1 1

Tun 12 Chng 8. Hin tng nhiu x

nh sng

8.1. Hin tng nhiu x nh

sng

2

27

8.2. Nhiu x gy bi cc sng

cu

- Biu thc ca dao ng sang ti

mt im.

- Phng php i cu Frnen

Tun 13 8.3. Nhiu x gy bi cc sng

phng

8.4. ng dng hin tng nhiu

x

+ Tho lun

1 1

Tun 14 Chng 9. Hin tng phn cc

nh sng

9.1. Hin tng phn cc nh

sng

9.2. Phn cc nh sang do phn

x v khc x. nh lut Malus

9.3. ng dng hin tng phn

cc

2

Tun 15 + Lm bi tp chng 8, 9.

+ Kim tra nh k

1 1

kim

tra


Sinh vin phi tham gia tho lun v lm bi tp v kim tra nh k trn lp y


9.1. Kim tra nh gi thng xuyn: 10% hoc 1 im


- Kim tra nh gi gia k: 20% hoc 2 im

9.3. Thi cui k: 70% hoc 7 im




09. THC HNH VT L I CNG 1 (C, NHIT) 1. Thng tin chung v hc phn:

- Tn hc phn: Thc hnh Vt l i cng 1

- M hc phn :VLY1032 S tn ch: 2


- Cc hc phn tin quyt: Vt l i cng 1

2. Ni dung chi tit cc bi thc hnh (8 bi): Bi 1. Cc php o

- Mc ch: Kho st v s dng cc dng c o di c chnh xc cao nh: Thc

kp, thc palmer, cu k...

- Thc nghim:

+ Xc nh khi lng ring ca mt thanh hnh tr rng kim loi

+ Xc nh in tr v in tr sut ca dy kim loi qun bin tr.

28

+ o bn knh ca vt hnh cu

Bi 2. o gia tc trng trng

- Mc ch: o gia tc trng trng ti phng th nghim, t suy ra bn ca Tri t

knh ti Hu.

- Thc nghim: o gia tc trng trng ti phng th nghim bng con lc n v con lc

vnh trn.

Bi 3. Kho st sng c dng

- Mc ch:

+ To sng dng trn si dy dao ng.

+ Kho st bc sng ca sng dng khi thay i lc cng F v khi lng m (hay khi

lng ring ca dy)

+ Kim chng cng thc: m

Fl

- Thc nghim:

+ Kho st bc sng ph thuc vo khi lng ca dy bng cch lm th nghim vi

trng hp dy c khi lng m v 4m.

+ Kho st bc sng theo chiu di ca si dy.

Bi 4. Kho st c tnh ca sng m - Mc ch: Xc nh bc sng v vn tc ca m truyn trong khng kh nh hin

tng cng hng do c sng dng. Xc nh tn s ca my pht m tn.

- Thc nghim:

+ Xc nh bc sng 1 ca sng m ng vi tn s f = 2665 Hz

+ Xc nh vn tc m ti nhit phng.

Bi 5. Cp nhit in

- Mc ch: Kho st s bin thin ca sc in ng nhit in ca mt cp nhit in theo

nhit v dng cp nhit in xc nh nhit ca vt.

- Thc nghim:

+ Da vo s ch trn milivn k v nhit k lp bng bin thin ca sc in ng theo

nhit tng ng ca nc ( t nhit phng n nhit si ca nc ). V th biu

din s ph thuc .

+ o nhit ca vt da vo th v.

Bi 6. Kho st hin tng chuyn pha

- Mc ch: Kho st hin tng chuyn pha ca nc t th rn sang th lng. Xc nh

nhit nng chy ca nc .

- Thc nghim:

+ Dng cn Robertval cn khi lng ca nhit k, a khuy, nc v nc .

+ Xc nh nhit u (T) v cui (Tc).

+ Da v kt qu o c xc nh nhit nng chy ca nc .

Bi 7. o sc cng mt ngoi

- Mc ch: Xc nh sc cng mt ngoi ca cc cht lng trong cc mao qun c ng

knh khc nhau theo phng php Jurin.

- Thc nghim:

+ o cao h ca ct cht lng bn trong cc ng mao qun.

+Kim chng nh lut Jurin.

+ Xc nh h s sc cng mt ngoi .

29

Bi 8. Xc nh h s Poission

- Mc ch: Xc nh h s Poission = Cp/Cv ( cn gi l ch s on nhit ) ca khng

kh.

- Thc nghim: S dng phng php Kleman - Desorm xc nh h s Poission. To ra

hai qu trnh: qu trnh gin n on nhit v qu trnh h nng ng tch.

3. Cng tc tin hnh cc bi thc hnh:

3.1. Chun b bi thc hnh:

tin hnh thc hin mt bi thc hnh VLC bt buc sinh vin chun b cc ni dung

sau:

- Mc ch ca bi thc hnh.

- Phn l thuyt lin quan n ni dung bi thc hnh.

3.2. Phn thc hnh:

- Tin hnh cc php o theo yu cu ca bi thc hnh.

- Yu cu ca bi bo co th nghim:

Bi bo co th nghim bao gm cc phn sau:

+ Mc ch.

+ Tm tt l thuyt.

+ Kt qu th nghim (km theo sai s).

+ Nhn xt v kt qu th nghim.

3.3. Ti liu tham kho:

- Gio trnh Vt l i cng 1, Lng Duyn Bnh.

- Gio trnh thc hnh VLC do khoa Vt l bin son.

4. Thi gian trin khai v a im thc hnh: 4.1. Thi gian thc hnh:

- Thi gian thc hnh: 2 gi / 1 bi

- Mi bui thc hnh gm hai nhm, mi nhm t 2 n 3 sinh vin

+ Nhm I: - bt u t 7h00 n 9h00 (bui sng)

- bt u t 13h00 n 15h00 (bui chiu)

+ Nhm II: - bt u t 9h00 n 11h00 (bui sng)

- bt u t 15h00 n 17h00 (bui chiu)

- K hoch thc hin vo u hc k 2 ca nm th nht, sau khi kt thc tn ch Vt l i

cng 1.

4.2. Kim tra v nh gi kt qu da trn:

- Kt qu cc bi th nghim: 70%

- Kt qu cc bi kim tra: 30%

4.3. Hng dn thc hnh: Cn b Khoa Vt l

4.4. a im thc hnh: Phng TN VLC, Khoa Vt l

10. PHNG TRNH VI PHN

1. Thng tin v ging vin: H v tn: L Ngc Minh Chc danh, hc hm, hc v: GVC, Thc s

Thi gian, a im lm vic: B mn Vt l l thuyt, Khoa Vt l.

a ch lin lc: Khoa Vt l, Trng i hc Khoa hc.

in thoi, email :

Cc hng nghin cu chnh: L thuyt cht rn, Vt l tnh ton.

30

Thng tin v tr ging:


- Tn hc phn: Phng trnh vi phn

- M hc phn: VLY2122 S tn ch: 2


- Cc hc phn tin quyt; C s Ton, PTVTPH1B, PTVTPHNB, STT.

- Cc yu cu khc i vi cc hc phn (nu c):



+ Lm bi tp trn lp: 10

+ Tho lun:


+ Hot ng theo nhm:

+ T hc:

- a ch Khoa/ B mn ph trch hc phn: Khoa Vt l.


Cung cp cho sinh vin mt s kin thc c s ca l thuyt phng trnh vi phn v bit tch

phn mt s phng trnh v h phng trnh quen bit.


Hc phn trnh cc khi nim c bn v phng trnh vi phn. Ni dung bao gm: Mt s bi

ton dn n mt s dng phng trnh vi phn, cc khi nim c bn v phng trnh vi phn,

phng php gii mt s phng trnh vi phn cp mt n gin nht, phng trnh vi phn cp cao,

mt s dng h thp cp c v i su nghin cu phng trnh vi phn tuyn tnh cp hai, mt s

h phng trnh vi phn cp mt vi h s hng.


Chng 1. Phng trnh vi phn cp mt

1.1. i cng v phng trnh vi phn cp mt

1.2. Phng trnh vi bin s phn ly

1.3. Phng trnh thun nht

1.4. Phng trnh tuyn tnh cp mt

1.5. Phng trnh Riccati

1.6. Phng trnh vi phn ton phn. Tha s tch phn.

1.7. Cc phng trnh vi phn cp 1 cha gii ra i vi o hm dng c bit.

1.8. Phng trnh Lagrange v phng trnh Clairaut

Chng 2. Phng trnh vi phn cp cao

2.1. nh l tn ti v duy nht nghim. Cc loi nghim ca phng trnh vi phn cp cao

2.2. Cc phng trnh vi phn cp cao gii c bng cu phng.

2.3. Cc phng trnh cp cao gim cp c

Chng 3. Phng trnh vi phn tuyn tnh cp cao 3.1. nh ngha v cc tnh cht tng qut

3.2. Phng trnh vi phn tuyn tnh thun nht.

3.3. Phng trnh vi phn tuyn tnh khng thun nht.

3.4. Phng trnh vi phn tuyn tnh vi h s khng i .

3.5. Phng php ton t gii h phng trnh vi phn tuyn tnh vi h s hng.

3.6. Phng trnh Euler

31

Chng 4. H phng trnh vi phn cp mt

4.1. Cc khi nim

4.2. H phng trnh vi phn tuyn tnh thun nht.

4.3. H phng trnh vi phn tuyn tnh khng thun nht

4.4. H phng trnh vi phn tuyn tnh vi h s khng i

6. Hc liu:

1. Phan Vn Hp, o Huy Bch, Phm Th Oanh; Phng trnh vi phn (Nhm ngnh II),

Nxb i hc Quc gia H Ni, 1998.

2. Nguyn nh Tr, T Vn nh,Nguyn H Qunh, Ton Cao Cp tp III, NXbGD

(2002).

3. Nguyn nh Tr, T Vn nh,Nguyn H Qunh, Bi tp Ton Cao Cp tp III,

NXbGD (2002).

4. Nguyn Vn Mu, ng Huy Run, Nguyn Thy Thanh: L thuyt chui v phng

trnh vi phn, NXB H QG H Ni, 2001.

5. Nguyn nh Ph; Phng trnh vi phn, NXB HQG TP. H Ch Minh, 2002.


Lch trnh dy hc

Thi

gian

Ni dung


Yu cu sinh

vin chun

b trc khi

n lp

Ghi

ch

GI LN LP

Th

c

h

nh

T

h

c

T

ng

hi

n c

u

L t

hu

yt

Bi

tp

Th

o l

u

n

Tun 1 Chng 1.

1.1-1.2

1

1

Tun 2 Chng 1.

1.3 -1.4

1

1

Tun 3 Chng 1.

1.5 - 1.6

1

1

Tun 4 Chng 1.

1.7 1.8

1

1

Tun 5 Chng 2.

2.1 2.3

2

Tun 6 Chng 2.

2.1- 2.3

Chng 3.

3.1

1

1

Tun 7 Chng 3.

3.2 3.3

2

Tun 8 Chng 3.

3.3

Kim tra

2

32

Tun 9 Chng 3.

3.4

2

Tun 10 Chng 3.

3.5

2

Tun 11 Chng 3.

3.4 3.5

2

Tun 12 Chng 3.

3.6

1

1

Tun 13 Chng 4.

4.1- 4.2

2

Tun 14 Chng 4.

4.3 - 4.4

2

Tun 15 Chng 4.

4.3 4.4

2


Sinh vin cn lm c ti thiu 50% bi tp ch ra theo ti liu trong lch trnh ging

dy, thc hin mt bi kim tra gia k v bi thi kt thc hc phn.


- Sinh vin lm bi kim tra gia k tun th 10 v ni dung chng 1 v 1/2 chng -

Thi cui k: sau tun th 15.

- Bi kim tra gia k c h s 0.2, chm bi tp c h s 0.1 v bi kim tra hc phn c

h s 0.7.

11. PHP TNH VI TCH PHN HM NHIU BIN

1. Thng tin v ging vin: H v tn: Nguyn c Lim Chc danh, hc hm hc v: GVC.TS.

a ch lin h: in thoi, email:

Cc hng nghin cu chnh:

Thng tin v tr ging :


- Tn hc phn: Php tnh Vi tch phn hm nhiu bin - M hc phn: TOA1092 S tn ch: 2 - Yu cu ca hc phn: Bt buc - Cc hc phn tin quyt; C s Ton, PTVTPH1B, STT. - Cc yu cu khc i vi cc hc phn (nu c): - Phn gi tn ch i vi cc hot ng:



+ Tho lun:


+ Hot ng theo nhm:

+ T hc:

- a ch Khoa/ B mn ph trch hc phn: Khoa Ton.


33

Cung cp cho sinh vin cc kin thc c bn ca php tnh vi, tch phn hm nhiu bin

(m ch yu l 2, 3 bin), gip sinh vin lm quen v gii quyt tt cc bi ton c th ny sinh

trong thc t. Mn hc ny cng nhm trang b kin thc nn sinh vin tip cn cc hc

phn Ton hc khc.


nh ngha o hm ring cp 1 v cp cao ca hm nhiu bin, phng trnh mt tip

xc, tnh gn ng, nghin cu cc tr ca hm nhiu bin. Xy dng nh ngha v tch phn

hai, ba lp. a tch phn bi v tch phn lp.nh ngha tch phn ng, mt, cch tnh

cng cc kt qu c bn.


Chng 1. Php tnh vi phn ca hm nhiu bin s

1.1. Khng gian Rn (ch yu l R

2 v R

3).

1.1.1. nh ngha khng gian, khi nim vect trong Rn

1.1.2. H to

1.1.3. Hm khong cch, tnh cht

1.1.4. Gii hn ca dy vect-Tnh cht. Cc php ton trn gii hn

1.1.5. Hnh cu, s lc v tp m, tp ng trong R2, R

3 (1)

1.2. Hm nhiu bin s

1.2.1. nh ngha V d

1.2.2. th hm hai bin, ng mc, mt mc

1.2.3. Biu din mt s tp hp trong R2, R

3 thng qua hm 2, 3 bin

1.3. Gii hn v lin tc ca hm nhiu bin s

1.3.1. Gii hn ca hm 2, 3 bin Tnh cht

1.3.2. Hm lin tc

1.3.3. Cc nh l c bn v hm lin tc (1-2)

1.4. o hm v vi phn hm nhiu bin

1.4.1. o hm ring, vi phn ton phn, o hm hm hp

1.4.2. o hm v vi phn cp cao. Cng thc Taylor. Tnh gn ng.

1.4.3. Hm n mt bin. Hm n ca hai bin-Mt phng tip xc-Php tuyn (1-1)

1.4.4. Mt s p dng trong hnh hc: ng cong trong mt phng. Mt v ng

trong khng gian.

1.4.5. Hnh bao ca mt h ng cong (1-1)

1.5. Cc tr hm hai bin (1-3)

1.5.1. iu kin cn

1.5.2. iu kin

1.5.3. Gi tr ln nht, nh nht ca hm hai bin trong mt min ng v b chn.

Chng 2. Tch phn hai lp, ba lp

2.1. Tch phn hai lp trn min D

2.1.1. Khi nim tch phn hai lp: Bi ton th tch vt th hnh tr.nh ngha. Tnh

cht. iu kin kh tch. (1-0)

2.1.2. Cch tnh tch phn hai lp trong h to cc. Trng hp D l hnh ch nht.

Trng hp D = {(x, y) | a x b; y1(x) y y2(x) } (1-1)

2.1.3. i bin trong tch phn hai lp. i bin sang to cc (1-1)

34

2.1.4. ng dng ca tch phn hai lp: Th tch vt th. Din tch hnh phng. Din tch

mt. Khi lng ca bn phng khng ng cht. Mmen qun tnh ca bn phng. Trong tm

ca bn phng (1-2)

2.2. Tch phn ba lp trn min G

2.2.1. Khi nim tch phn bi ba.

2.2.2. Cch tnh tch phn bi ba trong h to cc: Trng hp G l hnh hp ch

nht. Vi G = {(x, y, z) | a x b; c y d; z1(x,y) z z2(x,y)}. Vi G = {(x, y, z) | a x

b; y1(x) y y2(x); z1(x,y) z z2(x,y)} (1-1)

2.2.3. i bin trong tch phn ba lp. i bin sang to tr. i bin trong to cu.

2.2.4. Khi lng, trng tm c th (1-1).

Chng 3. Tch phn ng tch phn mt

3.1. Tch phn ng loi I

3.1.1. nh ngha - Cc tnh cht

3.1.2. Cch tnh tch phn ng loi I

3.2. Tch phn ng loi II

3.2.1. ng cong nh hng, nh ngha tch phn ng loi II

3.2.2. Cch tnh tch phn ng loi II

3.2.3. ngha vt l ca tch phn ng loi II

3.2.4. Cng thc Green (1-2)

3.3. Tch phn mt loi I

3.3.1. nh ngha

3.3.2. Cch tnh tch phn mt loi I

3.4. Tch phn mt loi II

3.4.1. Mt mt pha, mt hai pha

3.4.2. nh ngha tch phn mt loi II

3.4.3. Cch tnh tch phn mt loi II

3.4.4. Cng thc Stokes

3.4.5. Cng thc Ostrogradski (1-2)

6. Hc liu: 1. Phan Vn Hp, o Huy Bch, Phm Th Oanh; Php tnh vi phn v tch phn ca hm

nhiu bin, chui s v chui hm (Nhm ngnh II), Nxb i hc Quc gia H Ni, 1998.

2. Nguyn nh Tr, T Vn nh,Nguyn H Qunh, Ton Cao Cp tp III, NXbGD

(2002).

3. 1. Nguyn nh Tr, T Vn nh,Nguyn H Qunh, Bi tp Ton Cao Cp tp III,

NXbGD (2002).

4. H.T. Phng, Gio trnh Gii tch III, HKH Hu.


y l ni dung rt quan trng i vi giovin, sinh vin v ngi qun l. Mi ni dung

kin thc u c t chc dy di cc hnh thc ch yu nh: l thuyt, bi tp, tho lun,

thc hnh, hot ng theo nhm v t hc, t nghin cu. Gio vin phi cp nht ni dung

ny hng nm. Mi ni dung trong lch trnh dy hc, phi xc nh c s gi tn ch s

thc hin tng hnh thc trn. Lu rng chun b cho 01 gi l thuyt sinh vin vn c

02 gi chun b nh, cho 02 gi thc hnh sinh vin cn 01 gi chun b i nh hoc 03 gi

35

t hc, t nghin cu. S gi tn ch thc t ng vi mi hnh thc t chc dy hc ca hc

phn:

Lch trnh dy hc

Thi

gian

Ni dung


Yu cu sinh

vin chun b

trc khi

n lp

Ghi

ch

GI LN LP

Th

c

hn

h

T

hc,

t

ngh

in

c

u

L t

hu

yt

Bi

tp

Th

o l

u

n

Tun 1 Chng 1.

1.1

1.2

1

1

c 2, tr 3-5.

c 2, tr 3-5.

Tun 2 Chng 1.

1.2

1.3

1

1

Chun b BT

1 Tr 5, Q3

Chun b BT

2 Tr 5, Q3

Tun 3 Chng 1.

1.4.1-1.4.3

1

1

c Q1, tr

10-15, 23-25

Chun b BT

3,5,8 Tr 5,6,7

Q3

Tun 4 Chng 1.

1.4.4-1.4.5

1

1

c Q1, tr

26-35

Chun b BT

6,9,11 tr 78-

79 Q2

Tun 5 Chng 1.

1.5

1

1

c Q1, tr

19-22.Q2, tr

25-29

Chun b BT

23, tr 14. Q3

Tun 6 Chng 1.

1.5

2

Chun b BT

24, tr 14, Q3

Tun 7 Chng 2.

2.1.1

2.1.2

1

1

c Q2, tr

90-94

c Q2, tr

94-100

Tun 8 Chng 2.

2.1.2

2.1.3

1

1

Chun b BT

8,10-15 Tr

140-141, Q3

c Q2, tr

36

101-108

Tun 9 Chng 2.

2.1.3

2.1.4

1

1

Chun b BT

21-24, Q3

c Q2, tr

109-117

Tun 10 Chng 2.

2.1.4

2

Chun b BT

35-37, Q3

Tun 11 Chng 2.

2.2.1-2.2.2

1

1

c Q2, tr

117-121

Chun b BT

38-40, Q3

Tun 12 Chng 2.

2.2.3-2.2.4

1

1

c Q2, tr

122-128

Chun b BT

41-46, 50-51

Q3

Tun 13 Chng 3.

3.1-3.2

1

1

c Q2, tr

142-158

Chun b BT

41-46, Q3

Tun 14 Chng 3.

3.1-3.2

3.3-3.4

1

1

Chun b BT ,

50-51, Q3

c Q2, tr

142-158

Tun 15 Chng 3.

3.3-3.4

2

Chun b BT ,

17-21,23, Q3



Phn chia cc mc tiu cho tng hnh thc kim tra nh gi, bao gm cc phn sau

(trng s ca tng phn do ging vin xut, Trng b mn thng qua):

9.1. Kim tra nh gi thng xuyn: % hoc im

9.2. Kim tra nh gi nh k: % hoc im

- Tham gia hc tp trn lp (i hc y , chun b bi v tt v tch cc tho lun);

- Phn t hc, t nghin cu (hon thnh tt ni dung, nhim v m ging vin giao cho c

nhn/ tun; bi tp nhm/thng; bi tp c nhn /hc k );

- Hot ng theo nhm;

- Kim tra nh gi gia k;

- Cc kim tra khc (nu c).

9.3. Thi cui k: Khng di 50% hoc .. im.

9.4. Lch trnh kim tra nh k, thi cui k (k c thi li):

- Kim tra gia k: Tun th 8


12. ANH VN CN BN 2

37

- Tn hc phn: Anh vn cn bn 2

- M hc phn: ANH1022 S tn ch: 2


13. L THUYT MCH


H v tn: Nguyn Vn n Chc danh, hc hm, hc v: Ging vin, Thc s

Thi gian, a im lm vic: B mn in t-Vin thng, HKH Hu.

a ch lin h: i hc Khoa hc Hu.

in thoi, email: 0914079202, [email protected]

Cc hng nghin cu chnh: in t tng t, in t s.


- Tn hc phn: L thuyt mch

- M hc phn: DTV2013 S tn ch: 3


- Cc hc phn tin quyt: Ton cao cp, ton chuyn , vt l i cng.

- Cc yu cu khc i vi hc phn (nu c):




+ Tho lun: 06

+ Thc hnh, thc tp ( PTN, Nh my, C quan, Studio, in gi,...):

+ Hot ng theo nhm:

+ T hc:

- a ch Khoa/B mn ph trch hc phn: 77 Nguyn Hu, TP Hu.


3.1. Mc tiu o to chung ca hc phn: Gip cho sinh vin c kh nng phn tch tng

hp mch tng t, ng thi to c s phn tch cc mch s.

3.2. Mc tiu o to c th v kin thc ca hc phn: cp ti cc loi mch tuyn tnh

c bn v cc phng php phn tch tng hp chng.

4. Tm tt ni dung hc phn: L thuyt mch l mn c s ca k thut in t, vin thng.

Mn hc ny gii thiu v cc thng s tc ng v th ng ca mch in, cc mch in

tuyn tnh c bn, trnh by cc nh lut v phng php c bn dng phn tch v tng

hp cc mch in tuyn tnh nh: Cc nh lut Kirchhoff, phng php biu din phc cho

cc tc ng iu ha, phng php dng in vng, phng php in p nt, phng php

dng nh l Thevenin-Norton, phng php ton t Laplace, phng php bn cc,...


Chng 1. Nhng khi nim c bn v mch in

1.1. Cc thng s tc ng v th ng ca mch in.

1.1.1. Cc thng s tc ng.

1.1.2. Cc thng s th ng.

1.2. Cch biu din phc cho cc tc ng iu ha.

1.2.1. Biu din phc cho tc ng iu ha.

1.2.2. Tr khng v dn np.

1.2.3. Tr khng v dn np ca cc phn t mc ni tip v song song.

mailto:[email protected]

38

1.3. Mch tuyn tnh v khng tuyn tnh.

Chng 2. Cc nh lut v phng php c bn phn tch mch in

2.1. Cc yu t hnh hc ca mch in.

2.2. Cc nh lut Kirchhoff.

2.2.1. nh lut Kirchhoff I.

2.2.2. nh lut Kirchhoff II.

2.3. Phng php in p nt.

2.4. Phng php dng in vng.

2.5. Phng php dng nh l Thevenin-Norton.

2.6. Phng php phn tch dng nguyn l xp chng.

2.7. Phng php phn tch mch in trong min tn s phc. Bin i Laplace thun v

ngc.

2.7.1. nh ngha tn s phc v hm mch tuyn tnh trong min tn s phc. Cc im

cc v im khng ca hm mch.

2.7.2. Bin i Laplace thun v ngc: Bng bin i Laplace ca mt s hm c bn,

cng thc Heaviside.

2.7.3. ng dng bin i Laplace phn tch mch in, hin tng qu trong mch

in.

Chng 3. th Bode

3.1. Cc th Bode v ngha ca n.

3.2. Cc th Bode thnh phn c bn.

3.3. K thut tnh ton trong l thuyt mch.

Chng 4. Mng bn cc

4.1. Khi nim v mng bn cc.

4.2. Mng bn cc tng h.

4.2.1. Cc h phng trnh c tnh ca mng bn cc v cc s tng ng ca n.

4.2.2. Phng php ni ghp nhiu mng bn cc vi nhau.

4.2.3. Mng bn cc i xng- nh l Bartlett-Brune.

4.2.4. Cc thng s sng: Tr khng sng, h s truyn t sng.

4.3. Mng bn cc khng tng h.

4.3.1. Cc s tng ng ca mng bn cc khng tng h.

4.3.2. B bin i tr khng m.

4.3.3. Mch khuch i Transistor.

4.3.4. Mch khuch i thut ton.

Chng 5. ng dng ca mng bn cc

5.1. Mng bn cc suy gim v phi hp tr khng.

5.1.1. Mng bn cc suy gim.

5.1.2. Mng bn cc phi hp tr khng.

5.2. Mch lc tn s.

5.2.1. Khi nim chung.

5.2.2. iu khin di thng ca mch lc tn s.

5.2.3. Mch lc loi K.

5.2.4. Mch lc loi M.

5.2.5. Phng php tnh ton b lc y .

5.3. Mch sa bin .

39

Chng 6. T hp mch tuyn tnh

6.1. Khi nim chung.

6.2. T hp mch tuyn tnh th ng.

6.2.1. Tnh cht ca bi ton tng hp.

6.2.2. Tng hp mch hai cc vi hm tr khng Z(P).

6.2.3. Tng hp hm truyn t ca bn cc.

6.3. Tng hp mch tch hp RC.

6.3.1.Tch a thc.

6.3.2. Mc ni dy chuyn cc khu bc II.

6.3.3. Tng hp mch tch cc RC vi cc phn t l mch khuch i thut ton.

6. Hc liu:

1. Phng Xun Nhn v H Anh Ty, L thuyt mch (3 tp), NXB Khoa hc v k thut,

2003.

2. Huy Gic v Nguyn Vn Tch, L thuyt mch-Tn hiu (2 tp), NXB Khoa hc v

k thut, 2003.

3. Huy Gic, Bi tp l thuyt mch, NXB Khoa hc v k thut, 2003.

7. Hnh thc t chc dy-hc:

Lch trnh dy-hc

Thi

gian Ni dung


sinh vin

chun b

trc khi

n lp

Ghi

ch

GI LN LP

Th

c

h

nh

T

h

c, t

ng

hi

n c

u

L

thuyt

Bi

tp

Tho

lun

Tun 1

Chng 1.

1.1. Cc thng s tc

ng v th ng ca

mch in.

1.2. Cch biu din phc

cho cc tc ng iu

ha.

3

Tun 2

Chng 1.

1.3. Mch tuyn tnh v

khng tuyn tnh.

Chng 2.

2.1. Cc yu t hnh hc

ca mch in.

2 1

Tun 3

Chng 2.

2.2. Cc nh lut

Kirchhoff.

2.3. Phng php in

p nt.

3

40

Tun 4

Chng 2.

2.4. Phng php dng

in vng.

2.5. Phng php dng

nh l Thevenin-

Norton.

3

Tun 5

Chng 2.

2.6. Phng php phn

tch dng nguyn l xp

chng.

1 1 1

Tun 6

Chng 2.

2.7. Phng php phn

tch mch in trong

min tn s phc. Bin

i Laplace thun v

ngc.

2 1

Tun 7

Chng 3.

3.1. Cc th Bode v

ngha ca n.

3.2. Cc th Bode

thnh phn c bn.

2 1

Tun 8

Chng 3.

3.3. K thut tnh ton

trong l thuyt mch.

1 1 1

Tun 9 Kim tra 3

Tun

10

Chng 4.

4.1. Khi nim v mng

bn cc.

4.2. Mng bn cc

tng h.

2 1

Tun

11

Chng 4.

4.3. Mng bn cc

khng tng h.

2 1

Tun

12

Chng 5.

5.1. Mng bn cc suy

gim v phi hp tr

khng.

1 1 1

Tun

13

Chng 5.

5.2. Mch lc tn s.

5.3. Mch sa bin .

2 1

41

Tun

14

Chng 6.

6.1. Khi nim chung.

6.2. T hp mch tuyn

tnh th ng.

2 1

Tun

15

Chng 6.

6.3. Tng hp mch tch

hp RC.

2 1


9. Phng php, hnh thc kim tra-nh gi kt qu hc tp hc phn:

9.1. Kim tra-nh gi thng xuyn: 10%.

9.2. Kim tra-nh gi nh k: 30%:

- Bi tp hot ng theo nhm: 0%.

- Bi tp ln/Hc k: 0%.

- Bi kim tra gia k: 30%.

9.3. Thi cui k: 60%.


- Kim tra gia k: tun th 9.

- Thi cui k: thi ln 1: sau tun th 15, thi ln 2: sau tun th 20

14. NHNG NGUYN L C BN CA CH NGHA MC-LNIN 2

- Tn hc phn: Nhng nguyn l c bn ca ch ngha Mc-Lnin 2



15. CU KIN IN T, QUANG IN T


H v tn: Hong Th T Phng Chc danh, hc hm, hc v: Ging vin, Thc s

Thi gian, a im lm vic:

a ch lin h: B mn in t-Vin thng, trng H Khoa hc Hu.

in thoi, email:

Cc hng nghin cu chnh: in t, truyn thng s v ng dng trong o lng iu

khin.

Thng tin v tr ging:


- Tn hc phn: Cu kin in t, quang in t

- M hc phn: DTV2043. S tn ch: 3

- Yu cu ca hc phn: Bt buc.

- Cc phn hc tin quyt: khng





+ Thc hnh v thc tp:

+ Hot ng theo nhm:

+ T hc:

42

- a ch Khoa/B mn ph trch mn hc: 77 Nguyn Hu, TP Hu.



- Kin thc: v cu trc, cc thng s, cc c tnh k thut, ca cc linh kin in t s

dng trong mch in t.

- K nng: chn v s dng c cc linh kin trong cc mch in t mt cch thch hp.

- Thi v chuyn cn:

3.2. Mc tiu o to c th v kin thc ca hc phn: Vi kin thc hc, sinh vin c th

nm c cc c tnh v tnh nng ca tng linh kin phc v cho cc mn hc tip theo,

gip sinh vin chn v s dng linh kin ph hp c th thit k cc mch in t.

4. Tm tt ni dung ca hc phn:

Gii thiu c s Vt l ca cc vt liu, linh kin s dng trong k thut in t. Cc linh

kin in t th ng, cc linh kin in t tch cc, cc vi mch tch hp v cc linh kin

quang in t: cu to, cc tham s, nguyn l hot ng c bn v mt s ng dng.

5. Ni dung chi tit ca hc phn:

Chng 1. C s vt l ca vt liu linh kin

1.1. Khi nim l thuyt vng nng lng

1.1.1.Bn cht ca nguyn t 1.1.2.Cc mc nng lng ca nguyn t

1.1.3.Bn cht quang t ca nh sng 1.1.4.Vng nng lng

1.1.5. S phn b nng lng ca in t - Hm Fecmi 1.2. Cht cch in (cht in mi)

1.2.1. nh ngha

1.2.2. Cc tnh cht ca cht in mi

1.2.3. Phn loi v ng dng

1.3. Cht bn dn

1.3.1. nh ngha v c im

1.3.2. Cht bn dn nguyn tnh

1.3.3. Cht bn dn tp loi N

1.3.4. Cht bn dn tp loi P

1.3.5. c im cht bn dn lin kt nhm 3 v nhm 5

1.4. Cht dn in

1.4.1. nh ngha

1.4.2. Cc tnh cht vt l in


1.5. Vt liu t

1.5.1. nh ngha

1.5.2. Cc tnh cht vt l in


Chng 2. Cc linh kin in t th ng

2.1. in tr

2.1.1. nh ngha, k hiu

2.1.2. Cc tham s k thut

2.1.3. Cch ghi v c in tr

43


2.2. T in



2.2.3. Cch ghi v c t in


2.3. Cun dy




2.4. Bin p




Chng 3. Linh kin bn dn

3.1. Lp tip xc P.N

3.1.1. S to thnh lp tip xc P-N v cc tnh cht in

3.1.2. Lp tip xc P-N vi phn cc thun

3.1.3. Lp tip xc P-N vi phn cc ngc

3.1.4. c tuyn Vn- Ampe ca tip xc P-N

3.2. Diode bn dn

3.2.1. Cu to v k hiu

3.2.2. Nguyn l lm vic v c tuyn Von-Ampe

3.2.3. Cc tham s tnh

3.2.4. Ch hot ng ca diode


3.3. Transistor lng cc


3.3.2. Nguyn l lm vic ch tch cc

3.3.3. Transistor lm vic nh kho in t

3.3.4. Transistor lm vic ch tn hiu nh

3.3.5. c tnh tn s ca Transistor


3.4. Transistor trng (FET)

3.4.1. Transistor trng loi JFET 3.4.1.1.Cu to v nguyn l lm vic

3.4.1.2.c tuyn truyn t v c tuyn ra 3.4.1.3.Cc tham s tnh

3.4.2.Transistor trng loi MOS

3.4.2.1.MOSFET c knh sn 3.4.2.2.MOSFET knh cm ng

3.5. Cc cch mc c bn ca Transistor trong cc mch khuch i

3.5.1. S mc gc chung

3.5.2. S mc pht chung

3.5.3. S mc gp chung

44

3.5.4. Cc s mc Transistor trng

3.6. Transistor n tip gip (UJT)


3.6.2. Nguyn l lm vic, c tuyn Von-Ampe, cc tham s k thut

3.6.3. Cc ng dng

3.7. Thyrixtor

3.7.1. n chnh lu Silic c iu khin

3.7.2. Triac, Diac

3.7.3. Cc ng dng Thyrixtor

3.8. To nhit cho bn dn cng sut ln

3.9. Mt s lu khi s dng cc linh kin bn dn

Chng 4. Vi mch

4.1. Khi nim v phn loi vi mch

4.1.1. nh ngha, u nhc im

4.1.2. Phn loi

4.2. S lc v qui trnh ch to mt IC n tinh th

4.3. Vi mch tuyn tnh

4.4. Vi mch s

4.5. Mt s im cn lu khi s dng IC

Chng 5. Linh kin quang in t

5.1. Khi nim chung v quang in t

5.1.1. nh ngha

5.1.2. Phn loi

5.2. Si quang

5.2.1. Nguyn l truyn dn nh sng

5.2.2. Cu to si quang

5.2.3. Phn loi si quang

5.3. Cc linh kin pht quang

5.3.1. Diode pht quang (LED)

5.3.1.1.Cu to v k hiu

5.3.1.2. Nguyn tc hot ng

5.3.1.3. Cc tham s c bn

5.3.1.4. Mt s loi LED v ng dng

5.3.2. LED hng ngoi

5.3.2.1. Cu to

5.3.2.2. Nguyn l lm vic

5.3.2.3. Cc tham s k thut v ng dng

5.3.3. Laser bn dn

5.3.3.1. Cu to

5.3.3.2. Cc tham s

5.3.3.3. ng dng

5.3.4. Mt hin th tinh th lng

5.3.4.1. Cu to

5.3.4.2. nguyn l hot ng v mch in iu khin

5.3.4.3. Mt s loi LCD tiu biu

45

5.3.4.4. Cc tham s c bn ca LCD

5.4. Cc linh kin thu quang

5.4.1. in tr quang

5.4.2. Diode quang

5.4.2.1. Diode quang loi tip xc P-N

5.4.2.2. Diode quang loi PIN

5.4.2.3. Diode quang loi hiu ng thc APD

5.4.3. T bo quang in v pin mt tri

5.4.4. Transistor quang

5.4.5. Thyristor quang

5.5. Cc b ghp ni v tch quang

6. Hc liu:

1. Xun Th (ch bin). K thut in t. Nxb Gio dc, 1997.

2. Jacab Millman. Electronic device and Circuits, McGraw-Hill book, 1987.

3. Edward S. Yang. Microelectronic device, McGraw-Hill book, 1988.

4. Dng Minh Tr . Linh kin quang in t, Nxb KH-KT, 1994.

5. Nguyn Quc Trung. Vi in t s, Nxb KH-KT, 1997.

6. Hong ng Huyn. K thut thng tin quang, Nxb Tng cc Bu in, 1993.

7. Hnh thc t chc dy - hc:

Thi

gian Ni dung


sinh vin

chun b

trc khi

n lp

Ghi

ch

GI LN LP

Th

c

h

nh

,

i

n g

i ...

.

T

h

c, t

ng

hi

n c

u

L

thuyt

Bi

tp

Tho

lun

Tun 1

Chng 1. C s vt l

ca vt liu linh kin (5gi)

1.1. Khi nim l

thuyt vng nng lng

3

Tun 2

1.2. Cht cch in

1.3. Cht bn dn

1.4. Cht dn in

3

Tun 3

1.5. Vt liu t

Chng 2. Cc linh

kin in t th ng

2.1. in tr

2.2. T in

3

Tun 4 2.3. Cun dy

2.4. Bin p

3

Tun 5

Chng 3. Linh kin

bn dn (10 gi)

3.1. Lp tip xc P.N

3.2. Diode bn dn

3

Tun 6 3.3. Transistor lng

cc

3

46

3.4. Transistor trng

(FET)

Tun 7

3.5. Cc cch mc c

bn ca Transistor

trong cc mch khuch

i

3

Tun 8

3.6. Transistor n tip

gip (UJT)

3.7. Thyrixtor

3

Tun 9

3.8. To nhit cho bn

dn cng sut ln

3.9. Mt s lu khi

s dng cc linh kin

bn dn

3

Tun 10 Bi tp 3

Tun 11

Chng 4. Vi Mch (2 gi)

4.1. Khi nim v phn

loi vi mch

4.2. S lc v qui

trnh ch to mt IC

n tinh th

4.3. Vi mch tuyn tnh

4.4. Vi mch s

4.5. Mt s im cn

lu khi s dng IC

3

Tun 12 Bi tp Kim tra 3

Tun 13

Chng 5. Linh kin

quang in t (10 gi)

5.1. Khi nim chung

v quang in t

5.2. Si quang

3

Tun 14 5.3. Cc linh kin pht

quang

3

Tun 15

5.4. Cc linh kin thu

quang

5.5. Cc b ghp ni v

tch quang

3


Nh trng cn trang b: Cc linh kin in t quang in t sinh vin nhn bit, tm

hiu.


9.1. Kim tra nh gi thng xuyn:


9.3. Thi cui k:


47


- Thi cui k: sau tun 15, thi ln 2: sau tun th 20

16. T TNG H CH MINH

- Tn hc phn: T tng H Ch Minh



17. K THUT MCH IN T


H v tn: Nguyn Vn n Chc danh, hc hm, hc v: Ging vin, Thc s

Thi gian, a im lm vic: B mn in t-Vin thng, HKH Hu.

a ch lin h: Trng i hc Khoa hc Hu.

in thoi, email: 0914079202, [email protected]

Cc hng nghin cu chnh: in t tng t, in t s.


- Tn hc phn: K thut mch in t.

- M hc phn: DTV2023 S tn ch: 3

- Yu cu ca hc phn: Bt buc.

- Cc hc phn tin quyt: Cc mn hc c bn, L thuyt mch, Cu kin in t-Quang

in t.

- Cc yu cu khc i vi hc phn (nu c):


+ Nghe ging l thuyt: 34.

+ Lm bi tp trn lp: 05.

+ Tho lun: 06.

+ Thc hnh, thc tp ( PTN, Nh my, C quan, Studio, in gi,...):

+ Hot ng theo nhm:

+ T hc:

- a ch Khoa/B mn ph trch hc phn: 77 Nguyn Hu, TP Hu.


3.1. Mc tiu o to chung ca hc phn: Gip cho sinh vin nm bt c cc kin thc

c bn v mt s loi mch in s dng Transistor, b khuch i thut ton.

3.2. Mc tiu o to c th v kin thc ca hc phn: Trnh by cc loi mch nh: Mch

khuch i tn hiu nh, mch khuch i cng sut, mch dao ng, mch lc tn s, cc b

iu ch v tch sng tn hiu.

4. Tm tt ni dung hc phn: K thut mch in t l mn hc c s trnh by cc vn :

- Phn tch mch in, mch hi tip, cc mch cung cp v n nh ch cng tc ca

mch in.

- Trnh by cc b khuch i tn hiu nh dng Transistor, dng vi mch thut ton, cc b

khuch i cng sut, cc b lc tn s.

- Cc mch dao ng, cc b iu ch v tch sng.


Chng 1. Cc mch khuch i bn dn

1.1. nh ngha, cc tham s, cc ch tiu c bn.

mailto:[email protected]

48

1.2. Phn cc v ch lm vic mt chiu.

1.3. Hi tip trong cc mch khuch i.

1.4. Cc s c bn EC, CC, BC dng BJT - Phng php phn tch.

1.5. Cc s c bn NC, MC dng FET - Phng php phn tch.

1.6. Phng php ghp cc tng khuch i.

1.6.1. Ghp trc tip.

1.6.2. Ghp in dung.

1.6.3. Ghp bin p.

1.7. Tng khuch i tn hiu nh.

1.8. c im chung v cc yu cu ca b khuch i cng sut.

1.9. Mch khuch i cng sut hng A.

1.10. Mch khuch i cng sut y ko

Chng 2. Cc mch khuch i cng sut dng IC 2.1. Cc tnh cht chung ca IC thut ton.

2.2. B khuch i vi sai ti thun tr, ti ng.

2.3. Cc phng php chng tri v b im 0.

2.4. Cc s nhn.

2.5. Cc s cng v tr.

2.6. S vi phn v tch phn.

2.7. S logarit v lu tha.

2.8. Cc phng php nhn analog.

2.9. Cc mch khuch i di hp.

2.10. Cc mch khuch i di rng.

2.11. Mch khuch i Cascot.

2.12. Khuch i o.

2.13. T ng hiu chnh cc tham s.

2.14. Mch so snh in p.

Chng 3. Mch lc

3.1. Khi nim c bn v mch lc.

3.2. Mch lc RC th ng bc 1.

3.3. Mch lc tch cc bc 1.

3.4. Mch lc bc hai th ng RLC.

3.5. Mch lc tch cc bc 2.

3.6. Cc mch lc bc cao.

Chng 4. Cc mch dao ng

4.1. Nguyn l to dao ng hnh sin, iu kin t kch.

4.2. Mch dao ng RC (dng Transitor, IC).

4.3. Mch dao ng 3 im.

4.4. Mch dao ng ghp bin p.

4.5. Mch dao ng bng thch anh.

4.6. Cc mch to xung (dng Transitor, IC)

4.6.1. Mch to xung vung.

4.6.2. Mch to xung rng ca.

4.6.3. Mch to xung hn hp.

4.6.4. Mch to hm.

49

4.7. VOC (Voltage Controled Oscilator).

Chng 5. iu ch v tch sng

5.1. Mch iu ch bin , n bin.

5.2. Mch iu ch tn s.

5.3. Mch tch sng tn hiu iu bin.

5.4. Mch tch sng tn hiu iu tn.

6. Hc liu:

1. Phm Minh H, K thut mch in t, NXB Khoa hc v k thut, 2002.

2. Xun Th, K thut in t, NXB Gio dc, 1997.

3. Xun Th, Dng c bn dn, NXB i hc v Trung hc chuyn nghip, 1985.

4. G.Bogart Maxwell, Electronic device and circuit, Macmillan, 1996.

5. L Phi Yn, K thut mch in t, i hc BK TPHCM, 1996.

6. William Stalling, Introduction to electronic, Design prentice - Hall int, 1995.

7. Charles Belove, Circuit design and Analyse, McGraw - Hill Company, 1996.

7. Hnh thc t chc dy-hc:

Lch trnh dy-hc

Thi

gian Ni dung


sinh vin

chun b

trc khi

n lp

Ghi

ch

GI LN LP

Th

c

h

nh

T

h

c, t

ng

hi

n c

u

L

thuyt

Bi

tp

Tho

lun

Tun 1

Chng 1.

1.1. nh ngha, cc tham

s, cc ch tiu c bn

1.2. Phn cc v ch

lm vic mt chiu

1.3. Hi tip trong cc

mch khuch i

1.4. Cc s c bn EC,

CC, BC dng BJT -

Phng php phn tch

1.5. Cc s c bn NC,

MC dng FET - Phng

php phn tch

1.6. Phng php ghp cc

tng khuch i

1.7. Tng khuch tn hiu

nh

3

50

Tun 2

Chng 1.

1.8. c im chung v

cc yu cu ca b khuch

i cng sut

1.9. Mch khuch i cng

sut hng A

1.10. Mch khuch i

cng sut y ko

2 1

Tun 3

Chng 2.

2.1. Cc tnh cht chung

ca IC thut ton

2.2. B khuch i vi sai

ti thun tr, ti ng

2.3. Cc phng php

chng tri v b im 0

2.4. Cc s nhn

2.5. Cc s cng v tr

2.6. S vi phn v tch

phn

2.7. S logarit v lu

tha

3

Tun 4

Chng 2.

2.8. Cc phng php

nhn analog

2.9. Cc mch khuch

Documents

Chuong Trinh TC 2013