Ngành Hải dương học

1

THNG TIN MN HC: I S TUYN TNH

1. M mn hc: MAT1090

2. Tn mn hc: i s tuyn tnh

3. Ngn ng ging dy: Ting Vit

4. S tn ch: 03

5. Ging vin:

+ Nguyn c t, PGS.TS, Khoa Ton-C-Tin hc

+ o Vn Dng, PGS.TS, Khoa Ton- C- Tin hc

+ Phm Ch Vnh, PGS.TS, Khoa Ton- C- Tin hc

+ L nh nh, TS, Khoa Ton- C- Tin hc

6. Mc tiu mn hc:

6.1 Kin thc: Gip sinh vin c khi nim v bit tnh ton vi s phc,

hiu v nm bt cc phng php gii h phng trnh i s tuyn tnh, cc khi

nim ban u v khng gian vc t, hiu c bn cht s c lp, ph thuc

tuyn tnh cc vc t. Mn hc gip sinh vin hiu c bn cht tch v hng v

ng dng, bit cc khi nim ban u v nh x tuyn tnh. Sinh vin c cch nhn

tng qut vi cc ng bc hai, lm quen vi cc mt bc hai c bn.

6.2 K nng v thi c nhn, ngh nghip: Sinh vin c kh nng c

lp lm cc bi ton c lin quan ti s phc, ma trn, khng gian vc t; bit p

dng kin thc hc vo vic gii quyt cc vn khc..

6.3 K nng v thi x hi: Thng qua cc hot ng nh nghe ging,

tho lun trn lp, lm bi tp c nhn, bi tp nhm, thuyt trnh, sinh vin c

khuyn khch v yu cu pht trin cc k nng v thi x hi t mc 1 n

mc 3 nh: Kh nng lm vic nhm (hnh thnh nhm, vn hnh, pht trin

nhm; lnh o nhm; lm vic trong cc nhm khc nhau); giao tip (chin lc

v cu trc giao tip; k nng giao tip bng vn bn, qua th in t v phng

tin truyn thng; k nng thuyt trnh).

6.4 Nng lc p dng kin thc vo thc tin: Thng qua cc hnh thc nh

tho lun, thc hin bi tp nhm, bi kim tra gia k v bi thi ht mn, sinh

vin c c hi v c yu cu vn dng cc kin thc ton hc.

2

7. Gii thiu chung v mn hc: Cc ni dung chnh ca chng mt trong phn

i s tuyn tnh bao gm: Tp hp v nh x, trong cp n cc khi nim

c bn nh tp hp, nh x, nhm, vnh, trng; trng s thc v s phc. Mn

hc trang b cc kin thc chung v nghim ca a thc, t lm c s cho vic

trnh by vic phn tch mt a thc thnh tch cc nhn t, mt phn thc hu t

thnh tng cc phn thc hu t n gin. Trong phn ma trn, nh thc, h

phng trnh i s tuyn tnh, cc kin thc c lin quan c trnh by trn ngn

ng hng ca ma trn sinh vin c ci nhn thu o v tnh lin kt gia ba

khi nim trn v phng php thc hnh gii h phng trnh i s tuyn tnh,

mt ni dung thng gp trong tt c cc lnh vc khoa hc v ng dng. Ni

dung tip theo cp ti nhng vn c bn ca khng gian vc t, khng gian

Euclid. y c th coi nh nhng tng qut ha ln trng hp nhiu chiu ca

cc khi nim mt phng to , h to trong khng gian m sinh vin nm

vng t bc ph thng. Kho st mt s tnh cht quan trng ca nh x tuyn

tnh, ton t tuyn tnh trong khng gian vc t hu hn chiu, php bin i trc

giao, dng song tuyn tnh, dng ton phng. Phn ni dung v hnh hc gii tch

cung cp cho sinh vin cc kin thc chung v ng bc hai v mt bc hai, cc

du hiu nhn dng tng loi.

8. S gi ln lp/tun: 3 gi/tun

9. Phng php ging dy: Thuyt trnh, tho lun, bi tp

10. Phng php kim tra nh gi:

- Bi tp, tho lun, t hc, t nghin cu: 20%

- Thi gia k: 20%

- Thi cui k: 60%

11. Gio trnh bt buc:

- Nguyn nh Tr, T Vn nh, Nguyn H Qunh, Ton hc cao cp, Tp 1-

i s v Hnh hc gii tch. NXB Gio dc, 2001.

- Nguyn Thy Thanh, Ton cao cp, Tp 1- i s tuyn tnh v Hnh hc gii

tch. NXB HQG H Ni, 2005.

- Jim Hefferon, Linear Algebra. http://joshua.smcvt.edu/linearalgebra/

12. Yu cu tin quyt:

- Mn hc cn ging ng c my chiu.

- Sinh vin phi lun mang theo sch gio khoa v cc ti liu lin quan.

http://joshua.smcvt.edu/linearalgebra/

3

- Phn t hc sinh vin phi tng kt ti liu do gio vin quy nh.

- Sinh vin phi tch ly cc im kim tra nh gi theo quy nh mn hc.

- Sinh vin tham gia hc tp y , ng gi v np cc bi tp ng hn.

13. Lin h: B mn hi dng, phng 205, nh T3, Trng HKHTN.

14. Thuc chng trnh o to: Ngnh hi dng

4

I HC QUC GIA H NI

TRNG I HC KHOA HC T NHIN

______________________

THNG TIN MN HC: GII TCH 1

1. M mn hc: MAT1091

2. Tn mn hc: Gii tch 1


4. S tn ch: 03

5. Ging vin:





6. Mc tiu mn hc:

6.1 Kin thc: Trang b cho sinh vin cc kin thc c bn v php tnh vi

phn v php tnh tch phn hm mt bin, cc khi nim v chui s.

6.2 K nng v thi c nhn, ngh nghip: Sau khi hon thnh mn hc,

sinh vin c y kin thc c bn v hm mt bin nh tnh gii hn ca hm

s, tnh lin tc, tnh kh vi ca hm mt bin. Bit cc ng dng ca vi phn

tnh gn ng; ng dng tch phn tnh din tch, th tch, gii quyt cc bi ton

thc t.








5




7. Gii thiu chung v mn hc: Mn hc trang b cc kin thc v o hm, vi

phn ca hm mt bin s v ng dng tnh gn ng, o hm cp cao, cng

thc khai trin Taylor, Mc Lranh, quy tc tm gii hn Lpitan. Ni dung cng

cp n cc phng php tm nguyn hm v tnh tch phn xc nh, tnh cc

tch phn suy rng loi 1v 2. Trnh by v chui s, chui s dng, chui s an

du, chui lu tha, chui Furie





- Thi gia k: 20%

- Thi cui k: 60%


- Nguyn nh Tr, T Vn nh, Nguyn H Qunh, Ton hc cao cp, Tp 2,

Php tnh gii tch mt bin s. NXB Gio dc, 2001.

- Nguyn Thy Thanh, Ton cao cp, Tp (2-3)- Php tnh vi phn cc hm-

Php tnh tch phn, L thuyt chui, Phng trnh vi phn, NXB i hc Quc

gia H Ni, 2005.

- James Stewart. Calculus: Early Transcendentals. Publisher Brooks Cole, 6th

edition, June, 2007

12. Yu cu tin quyt:








6

I HC QUC GIA H NI


______________________

THNG TIN MN HC: GII TCH 2

1. M mn hc: MAT1092

2. Tn mn hc: Gii tch 2


4. S tn ch: 03

5. Ging vin:





6. Mc tiu mn hc:

6.1 Kin thc: Cung cp cho sinh vin cc kin thc c bn v php tnh vi

phn ca hm hai, ba bin. M rng cho hm nhiu bin. Gip sinh vin hiu bn

cht php tch phn bi, tch phn ng v mt. Sinh vin c trang b cc

phng php gii phng trnh vi phn cp1 v cp 2.

6.2 K nng v thi c nhn, ngh nghip: Sau khi hon thnh mn hc,

sinh vin c y kin thc c bn v hm nhiu bin, t c kh nng c lp

nghin cu, ng dng ton hc theo hng ngnh hc ca mnh.








7




7. Gii thiu chung v mn hc: Trang b cho sinh vin cc khi nim quan trng

ca hm hai hoc ba bin nh gii hn, tnh lin tc, tnh kh vi, kho st cc tr

a phng. Mn hc trnh by v tch phn bi cng vi cc ng dng ca n

trong cc bi ton tnh din tch, th tch, trng tm, khi lng. Cung cp khi

nim c bn ca tch phn ng, tch phn mt. a ra cc cng thc lin h tch

phn bi vi tch phn ng-mt. Cc phng php gii phng trnh vi phn

cp1 v cp 2.





- Thi gia k: 20%

- Thi cui k: 60%


- Nguyn nh Tr, T Vn nh, Nguyn H Qunh. Ton hc cao cp, Tp 3-

Php tnh gii tch nhiu bin s. NXB Gio dc, 2008.

Nguyn Thy Thanh, Ton cao cp, Tp (2-3)- Php tnh vi phn cc hm-

Php tnh tch phn, L thuyt chui, Phng trnh vi phn. NXB HQG H

Ni, 2005.

- James Stewart. Calculus: Early Transcendentals. Publisher Brooks Cole, 6th

edition, June, 2007

12. Yu cu tin quyt:








8

I HC QUC GIA H NI


______________________

THNG TIN MN HC: XC SUT THNG K

1. M mn hc: MAT1101

2. Tn mn hc: Xc sut thng k


4. S tn ch: 03

5. Ging vin:

+ ng Hng Thng , GS.TSKH, Khoa Ton-C-Tin hc

+ Trn Mnh Cng, TS, Khoa Ton-C-Tin hc

+ Phm nh Tng, Th.S, Khoa Ton-C-Tin hc

+ Hong Phng Tho, Th.S, Khoa Ton-C-Tin hc

+ Nguyn Thnh, TS, Khoa Ton-C-Tin hc

+ T Cng Sn, Th.S, Khoa Ton-C-Tin hc

+ Trnh Quc Anh, TS, Khoa Ton-C-Tin hc

+ Phan Vit Th , PGS.TS, Khoa Ton-C-Tin hc

6. Mc tiu mn hc:

6.1 Kin thc:

Sinh vin nm c:

- Khi nim v xc sut, cc quy tc tnh xc sut v cc ng dng.

- Khi nim v i lng ngu nhin, cc c trng ca i lng ngu

nhin v mt s phn b thng gp trong thc t.

- Cc kin thc c bn v l thuyt mu, thng k m t.

- Cc vn c lng khong, kim nh gi thit, tng quan v hi quy.

9

Sinh vin hiu c vai tr v ng dng ca Xc sut thng k trong cc

ngnh khoa hc khc cng nh trong cuc sng.

6.2 K nng v thi c nhn, ngh nghip:

- Nhn ra cc m hnh thng k n gin v ng dng vo cc bi ton

thuc chuyn - ngnh hc ca mnh.

- S dng c t nht mt phn mm gii cc bi ton thng k (Excel,

Minitab, R, S-plus,...)

- K nng t nghin cu v k nng lm vic theo nhm.











7. Gii thiu chung v mn hc: Ni dung mn hc gm 2 phn chnh: phn Xc

sut v phn Thng k. Phn xc sut cung cp cho sinh vin cc kin thc v

php th ngu nhin, bin c, xc sut ca bin c, cc phng php tnh xc sut,

i lng ngu nhin v phn phi ca n, cc c trng ca i lng ngu

nhin, mt s phn phi thng gp trong thc t. Phn thng k gii thiu cho

sinh vin cc bi ton c bn ca thng k v cch gii quyt cc bi ton ny nh

bi ton c lng khong, bi ton kim nh gi thit, bi ton tng quan v

hi quy.





- Thi gia k: 20%

- Thi cui k: 60%

10


- ng Hng Thng, M u v l thuyt xc sut v cc ng dng, Nh Xut

bn Gio dc, 2009.

- ng Hng Thng, Thng k v ng dng. Nh Xut bn Gio dc, 2008.

- ng Hng Thng, Bi tp xc sut. Nh Xut bn Gio dc, 2009.

- ng Hng Thng, Bi tp thng k. Nh Xut bn Gio dc, 2008.

- o Hu H, Xc sut thng k Nh Xut bn i hc Quc gia H Ni,

2008

12. Yu cu tin quyt:








11

I HC QUC GIA H NI


______________________

THNG TIN MN HC: C - NHIT

1. M mn hc: PHY1100

2. Tn mn hc: C - nhit


4. S tn ch: 03

5. Ging vin:

H v tn ging vin Hc hm - Hc

v

n v cng

tc

1 Nguyn Huy Sinh GS. TS. Khoa Vt l

2 Bch Thnh Cng GS.TS. Khoa Vt l

3 T nh Cnh PGS. TS. Khoa Vt l

4 L Th Thanh Bnh PGS. TS. Khoa Vt l

5 L Vn V PGS. TS. Khoa Vt l

6 Ng Thu Hng PGS. TS. Khoa Vt l

7 Ngc An Bang TS. Khoa Vt l

8 Th Kim Anh TS. Khoa Vt l

9 Phm Nguyn Hi TS. Khoa Vt l

10 Nguyn Anh Tun TS. Khoa Vt l

11 Nguyn Vit Tuyn TS. Khoa Vt l

12 Nguyn Ngc nh ThS. Khoa Vt l

6. Mc tiu mn hc:

12

6.1 Kin thc: Trang b cho ngi hc nhng kin thc c bn v Vt l C

hc v Nhit ng lc hc. Nm c cc nh lut c bn ca c hc c in v

chuyn ng v nguyn nhn gy ra s bin i chuyn ng ca cht im, h

cht im v vt rn. Hiu c v p dng c cc nh lut bin thin v bo

ton ng lng, m men ng lng v nng lng trong vic gii thch cc hin

tng c hc v t nhin. Hiu v nhn bit c cc loi dao ng c, sng c

cng cc c trng ca sng. Hiu c thuyt tng i hp ca Einstein v gii

hn ca c hc c in. Nm c cc khi nim, phng php nhit ng v cc

nguyn l c bn ca nhit ng hc. Cc iu kin bin ha nng lng t dng

ny sang dng khc v nhng bin i v mt nh lng. Hiu c s dn

n v nhit ca vt liu, s dn nhit trong cc tm vt liu phc hp, nguyn l

hot ng, hiu sut ca cc ng c nhit, my lnh. Cung cp cho ngi hc

nhng kin thc c s u tin c th hc tp v nghin cu cc mn hc khc

ca cc ngnh khoa hc t nhin, k thut v cng ngh.

6.2 K nng v thi c nhn, ngh nghip: Vn dng l thuyt gii

cc bi tp thuc chng trnh mn hc. Gp phn rn luyn phng php t duy

khoa hc, t duy lgch, phng php nghin cu thc nghim, tc phong khoa

hc cho ngi lm cng tc nghin cu/ c nhn,k s tng lai. Gp phn xy

dng th gii quan khoa hc duy vt bin chng cho ngi hc. Ngi hc thy

c ngha, s cn thit v gi tr khoa hc ca mn hc, qua c thi hc

tp nghim tc, tm ti, vn dng cc kin thc mn hc trong thc t i sng.

Sinh vin cng c c hi pht trin cc k nng v thi ngh nghip nh:

trung thc, trch nhim v ng tin cy; lp k hoch cho tng lai; t chc v sp

xp cng vic; kh nng lm vic c lp; nhn bit v bt kp vi nhng vn

ca ca nn kinh t th gii hin i; c ng lc v k nng thc y s pht

trin c nhn v s nghip.








13


tho lun tnh hung, thc hin bi tp nhm, bi kim tra gia k v bi thi ht

mn, sinh vin c c hi v c yu cu vn dng cc kin thc l thuyt vo

vic gii thch, phn tch, lun gii, nh gi cc vn , chnh sch Vit Nam.

Vic nghin cu v nh gi cc d n v chnh sch trong thc tin s gin tip

pht trin cc k nng c nhn v ngh nghip ca sinh vin.

7. Gii thiu chung v mn hc:

Ni dung mn hc gm 2 phn C hc v Nhit hc

- Phn C hc bao gm nhng ni dung ch yu sau: ng hc v cc nh

lut c bn ca ng lc hc cht im, h cht im,vt rn. Nguyn l tng i

Galile.Ba nh lut bo ton ca c hc: nh lut bo ton ng lng, nh lut

bo ton mmen ng lng v nh lut bo ton nng lng. nh lut hp dn

v tr v chuyn ng ca cc hnh tinh, v tinh.Hai dng chuyn ng c bn

ca vt rn: chuyn ng tnh tin v chuyn ng quay. Dao ng v sng c.

Cui cng l gii thiu v thuyt tng i hp ca Anhxtanh.

- Phn nhit hc bao gm nhng ni dung ch yu sau: Cc kin thc c

bn v nhit ng lc hc m ni dung xoay quanh ba nh lut: nh lut s

khng, nh lut s 1 v nh lut s hai. Cc vn v nhit , p sut, cc hin

tng truyn trn c s thuyt ng hc phn t





- Thi gia k: 20%

- Thi cui k: 60%


- Nguyn Vit Knh, Bch Thnh Cng, Phan Vn Thch, Vt l hc i

cng Tp 1, NXB HQGHN, 2005.

- Nguyn Huy Sinh, Gio trnh Vt l C-Nhit i cng Tp 1 v Tp 2,

NXB Gio dc Vit nam, 2010.

- D. Haliday, R. Resnick and J. Walker, C s vt l Tp1, 2, 3; Ng Quc

Qunh,

o Kim Ngc, Phan Vn Thch, Nguyn Vit Knh dch, NXB Gio dc,

2001.

14

- Lng Duyn Bnh (Ch bin), Vt l i cng Tp 1 C Nhit, NXB

Gio dc, 2007.

12. Yu cu tin quyt:








15

I HC QUC GIA H NI


______________________

THNG TIN MN HC: IN - QUANG

1. M mn hc: PHY1103

2. Tn mn hc: in - Quang


4. S tn ch: 03

5. Ging vin:

TT H v tn Chc danh, hc

v

a ch lin h in thoi

1 Th Kim Anh TS.GV H KHTN 0904543849

2 Ngc An Bang TS.GV H KHTN 0912445352

3 Phm Vn Bn PGS.TS.GVC H KHTN

4 Nguyn Th Bnh PGS.TS.GVC H QGHN 0904 229 007

5 o Kim Chi GV H KHTN

6 Trnh nh Chin PGS.TS.GVC H KHTN

7 Nguyn Mu Chung TS.GVC H KHTN

9 V L Thanh H GV H KHTN

9 Phm Nguyn Hi TS.GV H KHTN

10 Hong Ch Hiu TS.GV H KHTN

11 Bi Vn Lot PGS.TS.GVC H KHTN

12 V Thanh Qunh PGS.TS.GVC H KHTN

13 Nguyn Huy Sinh GS. TS.GVC H KHTN

14 Lu Tun Ti GS. TS.GVC H KHTN

15 c Thanh TS.PGS H KHTN 0902037545

16 ng Thanh Thy ThS.GV H KHTN 0912948671

17 Phm Quc Triu PGS.TS.GVC H KHTN

16

TT H v tn Chc danh, hc

v

a ch lin h in thoi

18 L Tun T TS.GV H KHTN

19 Nguyn Anh Tun TS.GV H KHTN

20 Bi Hng Vn ThS. GV H KHTN

6. Mc tiu mn hc:

6.1 Kin thc: Trang b cho sinh vin ni dung nhng kin thc c bn nht

v in T v Quang hc. Xy dng c s l lun v phng php lun ng n

tip cn ni dung ca Vt l hin i v cc khoa hc lin quan khc.


Phn in t:

- Gip sinh vin nm c cc hin tng c bn ca in v t, cc nh

lut v vic ng dng chng : gii cc bi tp v lm cc bi thc tp tng ng

trong phng th nghim; gii quyt nhng vn thc t trong hot ng chuyn

mn sau ny.

- Bit vn dng cc kin thc l thuyt thu nhn t mn hc gii thch

cc hin tng thng gp trong cuc sng, trong k thut. Gii c cc bi tp

theo ni dung tng chng ca chng trnh.

Phn Quang hc:

- Nm vng bn cht, gii thch c cc hin tng quang hc nh giao

thoa, nhiu x, phn cc nh sng v lng t nh sng nh bc x nhit, cc hin

tng quang in v ng dng ca chng.

- Bit vn dng kin gii thch c cc hin tng quang hc lin quan

trong thc tin hc tp, nghin cu khoa hc v ng dng cng ngh.







tin truyn thng; k nng thuyt trnh). Thy c ngha, gi tr khoa hc ca

17

mn hc. Hiu bit v cc hin tng quang hc trong thin nhin v trong i

sng thc tin.



vin c c hi v c yu cu vn dng cc kin thc vt l.


Phn in t:

Mn hc in v t cung cp cho ngi hc:

- Nhng kin thc c s v in: in trng, in th, dng in, cc nh

lut Ohm, Joule-Lenz

- Nhng kin thc c s v t: t trng, lc Lorentz, cc nh lut Biot-

Savart - Laplace, Faraday...

- Dao ng in v sng in t.

- Cc quy lut tng tc gia cc in tch ng yn, chuyn ng u,

chuyn ng c gia tc; hiu c s chuyn ha nng lng gia in v t, hiu

su nhng hin tng lin quan n k thut in, dao ng in.

Phn Quang hc:

Trnh by:

+ Cc hin tng quang hc th hin tnh cht sng ca nh sng nh: giao

thoa, nhiu x v phn cc nh sng

+ Cc hin tng th hin tnh cht lng t ca nh sng nh bc x

nhit, hiu ng quang in, hiu ng Compton. Phn tnh cht lng t ca nh

sng bt u t cc nh lut v bc x nhit dn dt ti khi nim lng t

nng lng ca Planck v sau l thuyt photon ca Einstein. L thuyt lng t

ca nh sng c vn dng gii thch mt s hin tng quang hc in hnh

m l thuyt sng khng gii thch c.





- Thi gia k: 20%

- Thi cui k: 60%


18

- C s Vt l, Nh xut bn gio dc 1998, D.Halliday, R. Resnick and

J.Walker. Fundamental of Physics, John Winley & Sons, Inc.1996.

- R. A. Serway and J. Jewet, Physics for scientists and enginneers, Thomson

Brooks/Cole, 6th edition, 2004.

- Nguyn Th Bnh, Quang hc, Nh XN HQG H ni, 2007

12. Yu cu tin quyt:








19

I HC QUC GIA H NI


______________________

THNG TIN MN HC: HA HC I CNG

1. M mn hc: CHE1080

2. Tn mn hc: Ha hc i cng


4. S tn ch: 03

5. Ging vin:

+ Trnh Ngc Chu, PGS. TS., Khoa Ha hc, trng HKHTN, HQGHN

+ Phm Vn Nhiu, PGS. TS., Khoa Ha hc, trng HKHTN, HQGHN

v cc Ging vin khc ca Khoa Ha hc, Trng HKHTN, HQGHN

6. Mc tiu mn hc:

6.1 Kin thc: Trang b cho sinh vin nhng kin thc c bn v: nguyn

t, cu to phn t v lin kt ho hc theo quan im ca c hc lng t; cc

khi nim v quy lut c bn trong cc lnh vc: nhit ng ha hc, cn bng ha

hc, ng ha hc, in ha hc v dung dch ca cc cht in ly. Cung cp cho

ngi hc nhng kin thc c s u tin v ha hc c th hc tp v nghin

cu cc mn hc khc ca cc ngnh khoa hc t nhin, k thut v cng ngh.


- Vn dng l thuyt gii cc bi tp thuc chng trnh mn hc.

- Gp phn rn luyn phng php t duy khoa hc, t duy logic, phng

php nghin cu thc nghim, tc phong khoa hc cho ngi lm cng tc nghin

cu v ging dy ha hc trong tng lai.

- Gp phn xy dng th gii quan khoa hc duy vt bin chng cho ngi

hc.

- Ngi hc thy c ngha, s cn thit v gi tr khoa hc ca mn

hc, qua c thi hc tp nghim tc, tm ti, vn dng cc kin thc mn

hc vo thc t i sng.



20





tin truyn thng; k nng thuyt trnh). Thy c ngha, gi tr khoa hc ca

mn hc. Hiu bit v cc hin tng quang hc trong thin nhin v trong i

sng thc tin.



vin c c hi v c yu cu vn dng cc kin thc ha hc.


Mn hc gm 2 phn: Cu to cht v C s l thuyt cc qu trnh ha

hc.

- Phn cu to cht bao gm nhng ni dung ch yu sau: cu to nguyn

t, phn t v lin kt ho hc theo cc quan im hin i: c s ca c hc

lng t, phng php lin kt ho tr (phng php VB) v phng php obitan

phn t (phng php MO). Cu to ca cc phc cht, cc loi tinh th (ion,

nguyn t, phn t, kim loi) v mt s trng thi tp hp.

- Phn c s l thuyt cc qu trnh ha hc gm cc ni dung ch yu sau:

Xc nh bin thin ca cc hm nhit ng ni nng, entanpi, entropi v th ng

nhit ng p trong cc qu trnh ha hc t bit c iu kin, chiu hng

xy ra ca cc qu trnh ha hc, iu kin cn bng ca h ha hc, cc hng s

cn bng theo p sut v nng , cc yu t nh hng ti cn bng ha hc, cn

bng ion trong dung dch ca cc cht in ly, cn bng trong h oxi ha kh, pin

ganvanic, in phn, tc phn ng v cc yu t nh hng ti tc phn ng

ha hc.




Hnh thc Phng php Mc ch Trng s

Kim tra nh gi

thng xuyn

-Kim tra vic chun

b bi nh: l thuyt,

bi tp.

- Kt qu gii bi tp

-nh gi kh nng

nh, hiu v k nng

gii bi tp ca tng

ni dung cc chng

20%

21

Hnh thc Phng php Mc ch Trng s

trn lp.

-Kt qu kim tra 15

pht trn lp

ring l.

Kim tra gia k

-Kim tra vit 1 tit

theo ni dung ca

mn hc

-nh gi kh nng

gii cc bi tp c lin

quan ti nhiu ni

dung trong mt s

chng

20%

Thi kt thc mn

hc

Lm bi thi vit 90

pht

-nh gi kh nng

hiu, nh v vn dng

l thuyt gii thch

cc vn trong t

nhin.

-Gii cc cc bi tp

tng hp ca cc phn

I v phn II

60%

Tng 100%


- Phm Vn Nhiu. Ha i cng (Phn cu to cht), NXB i hc Quc gia

H Ni, 2003.

- Lm Ngc Thim, Bi Duy Cam. Ha i cng, NXB i hc Quc gia H

Ni, 2007.

- V ng , Trnh Ngc Chu, Nguyn Vn Ni, Bi tp c s l thuyt cc qu

trnh ha hc, NXB Gio dc, ti bn ln th 4, H Ni, 2010.

12. Yu cu tin quyt:








22

I HC QUC GIA H NI


______________________

THNG TIN MN HC: PHNG PHP TNH

1. M mn hc: HMO2201

2. Tn mn hc: Phng php tnh


4. S tn ch: 03

5. Ging vin:

+ Nguyn Hng Quang, Khoa Kh tng Thy vn v Hi dng hc

6. Mc tiu mn hc:

6.1 Kin thc: Cung cp cho sinh vin cc phng php tm nghim gn

ng ca mt phng trnh phi tuyn, v h nhiu phng trnh phi tuyn. Tm

gn ng cc tr ca hm nhiu bin. Cc phng php gii h nhiu phng trnh

i s tuyn tnh, tnh nh thc, cc ma trn nghch o. Ni suy v xp x bnh

phng cc tiu cc hm s .,.

6.2 K nng v thi c nhn, ngh nghip: Sinh vin c kh nng c

lp lm cc bi ton c lin quan ti phng php tnh; bit p dng kin thc

hc vo vic gii quyt cc vn khc..










vin c c hi v c yu cu vn dng cc kin thc ton.

7. Gii thiu chung v mn hc: Mn hc cp n cc vn chnh sau :

23

Sai s.

Cc phng php tm nghim gn ng ca mt phng trnh phi tuyn, v h nhiu phng trnh phi tuyn. Tm gn ng cc tr ca hm

nhiu bin.

Cc phng php gii h nhiu phng trnh i s tuyn tnh, tnh nh thc, cc ma trn nghch o. Vn n nh.

Ni suy v xp x bnh phng cc tiu cc hm s.

Tnh o hm v tch phn bng s. Phng php Monte-Carlo tnh tch phn nhiu lp.

Cc phng php gii gn ng phng trnh v h phng trnh vi phn bnh thng.

Gii gn ng cc phng trnh o hm ring bng phng php sai phn hu hn.

Nm c ni dung c bn ca phn mm Matlab (hoc ngn ng C/C++ hay phn mm Mathematica).





- Thi gia k: 20%

- Thi cui k: 60%


- Cc bi ging v bi tp thc hnh ca Ging vin.

- William H. Press, Saul A. Teukolsky, William T. Vetterling, Brian P.

Flannery, Numerical Recipes, 2nd ed., Cambridge University Press 1997.

Chapters 1-5, 9-11, 16-17, 19.

12. Yu cu tin quyt:






13. Lin h: Khoa Kh tng Thy vn v Hi dng hc, Trng HKHTN

14. Thuc chng trnh o to: Ngnh Hi dng

24

Mu tch hp chun u ra trong mn hc

Mn hc: - Phng php tnh (HMO2201)

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)

PHNG PHP KIM TRA NH GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

NM VNG KIN

THC NGNH THY

VN V LP LUN

Khi kin thc chung

Khi kin thc lnh vc

khoa hc t nhin

Khi kin thc c bn khi

ngnh KHT x

Ging l thuyt;

tho lun nhm x

3

- Thc hin bi tp nhm, bi kim tra gia k

v bi thi ht mn, sinh vin c yu cu vn

dng cc kin thc c hc cht lng trong

vic gii thch c ch chuyn ng ca cht

lng v tc ng qua li gia mi trng

lng- kh.

Khi kin thc c s ngnh

25

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

Thy vn

Khi kin thc chuyn su

K NNG V PHM

CHT C NHN &

NGH NGHIP

CC LP LUN T DUY

V GII QUYT VN

Pht hin v hnh thnh vn

x

- Dn dt t cc

hin tng mang

tnh trc quan;

x

3

- nh gi kh nng nhn bit v cch thc

thit lp phng trnh, gii thch cc hin

tng.

Tng qut ha vn

T duy logic v phn tch

a chiu x

- Kt hp thng

tin nhiu chiu kt x

3

- nh gi kt qu qua cc bi kim tra v

tho lun.

26

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

ni cc ni dung

trong bi ging,

m bo tnh logic

v lin kt cht

ch gia cc ni

dung trong bi

ging.

K nng nh gi v phn

tch nh tnh vn x - Vit bi lun

3 - nh gi bi lun

K nng phn tch nh

lng vn

K nng gii quyt vn x

- t ra cc bi

ton cho tng ng

dng c th.

x 3 - nh gi qua bi tp v tiu lun.

a ra gii php v kin

ngh

27

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

NGHIN CU V KHM

PH KIN THC

Tm kim v tng hp ti

liu x

- t u bi cho

sinh vin tm kim

ti liu lin quan

ti ni dung bi

ging

x

3

- nh gi thng qua kt qu tm kim thng

tin, ti liu lin quan ti bi ging.

Nghin cu thc nghim

Kim nh gi thuyt

K nng thu thp, phn tch

v x l thng tin x

- SV thc hin,

thu thp v phn

tch cc thng tin

cho bi tp v tho

lun nhm.

x 3

- nh gi ni dung qua bi tp v tho lun

nhm.

28

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

CC K NNG V

PHM CHT C NHN

Kin tr x

- Thu thp, x l

thng tin cho ni

dung bi ging.

x 3

- Kim tra sn phm ca sinh vin thc hin

(mc p/ chun ca sn phm)

T tin, ch ng v linh

hot x

- Thng qua kh

nng ng dng cc

phng trnh,

cng thc ton hc

gii cho tng

bi ton c th..

x

3

- nh gi thng qua bi tp cng nh kh

nng ng dng linh hot cc phng php

tnh.

Chm ch, nhit tnh v say

m cng vic x

- Tng cng tnh

ch ng ca sv x

3

- nh gi kt qu lm vic nhm ( tng,

khi lng kin thc tham kho)

29

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

trong vic xy

dng cc bi tho

lun nhm v thit

lp h phng

trnh;

- To khng kh

thi ua gia cc

nhm

- nh gi thi v mc ng gp ca

cc sinh vin qua cc bi tho lun nhm.

T duy sng to x

- t ra nhng bi

ton cho nhng

trng hp n

gin.

x 3 - nh gi qua kt qu t c, cng c s

dng tnh ton v minh ha sn phm.

T duy phn bin

Khm ph v hc hi t

cuc sng

30

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

K nng hc v t hc

K nng qun l bn thn

K nng s dng my tnh

c bn v chuyn ngnh x

- Gii cc bi ton

n gin s dng

ngn ng lp

trnh.

- nh gi qua kt qu ca bi tp m phng.

Hiu bit v vn ha cc

dn tc Vit Nam

Tinh thn dn tc v hiu

bit v an ninh - quc

phng ton dn

CC K NNG V

PHM CHT NGH

NGHIP

31

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

o c ngh nghip (trung

thc, trch nhim v ng

tin cy)

x

- Trao i

-Hng dn s

dng, trch dn ti

liu tham kho

trong cc bi tho

lun nhm.

x 3 - nh gi vic s dng v trch dn ti liu

trong tho lun nhm.

Tc phong chuyn nghip

Kh nng lm vic c lp

K nng t mc tiu x

- Giao chun b

ni dung tho lun

nhm

x 3 - nh gi phn t mc tiu cho cc bi tho

lun nhm.

K nng lp k hoch v t

chc cng vic

Nhn thc v cp nht

thng tin x

- Trao i

- Hng dn tm 3

- nh gi tnh cp nht trong ni dung cc

bi ging v ti liu tham kho

32

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

kim ti liu v s

dng internet

K nng pht trin chuyn

mn

K NNG V PHM

CHT GIA CC C

NHN (K NNG X

HI)

LM VIC THEO NHM

Hnh thnh nhm lm vic

hiu qu

Vn hnh nhm

Pht trin nhm

GIAO TIP

33

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

K nng thuyt trnh x

- Hng dn cch

thuyt trnh

- T chc seminar

x 3 - nh gi phn thuyt trnh

K nng giao tip gia cc

c nhn x

- Thng qua hot

ng nhm x 3

- nh gi thng qua tnh on kt v ci m

trong hot ng nhm.

GIAO TIP S DNG

NGOI NG

Ting Anh - k nng nghe,

ni

Ting Anh - k nng c,

vit

P DNG KIN THC

THY VN EM

LI LI CH CHO X

HI

34

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

BI CNH X HI V

NGOI CNH

Vai tr v trch nhim ca

cc c nhn Thy vn

Tc ng ca khoa hc

Thy vn n x hi

Nhu cu ca x hi i vi

kin thc Thy vn

Bi cnh ton cu x - Trao i x 3

BI CNH N V

CNG TC

Chin lc, mc tiu v k

hoch ca n v cng tc

Mi quan h gia cc hot

ng ca n v cng tc

35

CHUN U RA

Ng

uy

n H

n

g Q

ua

ng

Phng php

thc hin

MC T

C (TNG

HP) MC

T

C

(THEO

TNG

GING

VIN)


C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Quang

vi cc vn Thy vn

HNH THNH TNG

KHOA HC THY VN

Thit lp mc tiu thy vn

(da trn nhu cu v bi

cnh x hi)

S dng cc nh ngha,

khi nim c bn lm nn

tng

x x 3 - nh gi thng qua cu hi l thuyt trong

cc bi thi gia k v cui k

M hnh ha tng v

m bo t c cc mc

tiu ra

x x 3 - nh gi thng qua cc bi tp ln

36

I HC QUC GIA H NI


______________________

THNG TIN MN HC: C HC CHT LNG

1. M mn hc: HMO2202

2. Tn mn hc: C hc cht lng (Fluid Mechanics)


4. S tn ch: 03

5. Ging vin: ThS. H Thanh Hng; TS. Nguyn Hng Quang

6. Mc tiu mn hc:

6.1 Kin thc: Kt thc mn hc, sinh vin c k vng c c cc kin

thc c bn v c hc cht lng, cc khi nim v ng hc cht lng, phng

php thit lp h phng trnh cho chuyn ng cht lng t mc 1 (c kh nng

ti hin) n mc 3 (c kh nng lp lun) nh sau: Hiu, phn tch v thit lp

c phng trnh cho tng bi ton c th v gii cc bi ton y.

6.2 K nng v thi c nhn, ngh nghip: C k nng t hc, t nghin

cu thng qua vic tm kim, thu thp, tng hp, phn tch cc ti liu lin quan

n vn nghin cu; c k nng vit v trnh by mt vn khoa hc c th.

Sinh vin c khuyn khch v pht trin cc k nng v thi c nhn tng

qut khc nh: qun l thi gian, c kh nng lp trnh, s dng thnh tho cc

phn mm vi tnh thng dng nh Microsoft Word, Microsoft PowerPoint v

cc phn mm chuyn dng trong ngnh Kh tng- Thy vn Hi dng hc.










vin c c hi v c yu cu vn dng cc kin thc c hc cht lng trong vic

gii thch c ch chuyn ng ca cht lng v tc ng qua li gia mi trng

lng- kh.

7. Gii thiu chung v mn hc: C hc cht lng l mn hc c s quan

trng ca ngnh Kh tng- Thy vn Hi dng hc thng c ging dy

cho sinh vin trong hc k 4. y l mn hc nh thc nhng hiu bit v cht

lng, cht kh m ngi hc bit trong cc hin tng t nhin v c m

phng bi cc phng trnh ton l.

37

Mn hc trang b cc kin thc v tnh cht c bn ca cht lng, cc khi

nim v dng chy, cc loi chuyn ng ca cht lng, cc phng trnh m

phng chuyn ng ca cht lng, cc quan im nghin cu, cc phng php

thit lp h phng trnh cho chuyn ng ca cht lng, cng 5 loi bi tp c

lin quan.





- Thi gia k: 20%

- Thi cui k: 60%

11. Gio trnh bt buc (tc gi, tn sch, nm xut bn):

- Trn Vn Cc, C hc cht lng, NXB HQGHN, 2003 ( Th vin HQG

H Ni, C s Thng nh, M tr)

- J.P. Durandeau, C hc cht lng, (Bn dch ting vit), NXB Gio dc,

2001.

- N.E Kosin, I.A Kiben and N.V. Roze, C hc cht lng l thuyt, (Bn dch

ting vit), NXB Khoa hc v k thut 1975.

12. Yu cu tin quyt:


- Sinh vin phi tch ly xong hc phn ca mn Gii tch 2, C-nhit.





13. Lin h: B mn hi dng, Phng 205, nh T3, Trng HKHTN hoc

[email protected].

14. Thuc chng trnh o to: Ngnh Hi dng

CH NHIM KHOA

PGS.TS NGUYN THANH SN

CH NHIM B MN

GS.TS INH VN U

38


Mn hc: - C hc cht lng (HMO2202)

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING

VIN) PHNG PHP KIM TRA NH

GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

NM VNG KIN

THC NGNH HI

DNG HC V LP

LUN

Khi kin thc chung

Khi kin thc lnh vc

khoa hc t nhin

Khi kin thc c bn

khi ngnh KHT x x

Ging l

thuyt; tho

lun nhm;

x

2 2

- Thc hin kim tra bng cc phng

php, nh vit mt cu tm tt li ni

dung va hc; vit vn hng th vi

bi ging; vit cng vi cc mc

ln sinh vin b sung cc mc

nh.

- Kim tra vit gia k v cui k.

Khi kin thc c s

Ngnh hi dng

39

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

Khi kin thc chuyn

su

K NNG V PHM

CHT C NHN &

NGH NGHIP

CC LP LUN T

DUY V GII QUYT

VN

Pht hin v hnh thnh

vn x x

- t cu hi

tnh hung

trong bi

ging;

x

2 2

- nh gi phn tr li cu hi tnh

hung

- nh gi kh nng nhn bit v cch

thc gii quyt vn trong tho lun

nhm.

Tng qut ha vn

T duy logic v phn tch

a chiu x x

- Kt hp

thng tin

nhiu chiu

kt ni cc

ni dung

x

2 2

- nh gi kt qu qua cc bi kim tra

v tho lun.

40

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

trong bi

ging, m

bo tnh logic

ca cc hin

tng t

nhin v cc

yu t a l,

mi trng v

s sng.

K nng nh gi v phn

tch nh tnh vn x x - Vit bi lun

2 2 - nh gi bi lun

K nng phn tch nh

lng vn

K nng gii quyt vn x x

- Xy dng

ni dung tho

lun nhm.

x 2 2 - nh gi qua kt qu tho lun nhm.

a ra gii php v kin

ngh

NGHIN CU V

41

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

KHM PH KIN

THC

Tm kim v tng hp ti

liu x x

- t u bi

cho sinh vin

tm kim ti

liu lin quan

ti ni dung

bi ging

x

2 2

- nh gi thng qua kt qu tm kim

thng tin, ti liu lin quan ti bi

ging.

Nghin cu thc nghim

Kim nh gi thuyt

K nng thu thp, phn

tch v x l thng tin x x

- SV thc

hin, thu thp

v phn tch

cc thng tin

cho tho lun

nhm.

x 2 2 - nh gi ni dung tho lun nhm.

CC K NNG V

42

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

PHM CHT C

NHN

Kin tr x x

- Thu thp, x

l thng tin

cho ni dung

bi ging.

x 2 2

- Kim tra sn phm ca sinh vin thc

hin (mc p/ chun ca sn phm)

T tin, ch ng v linh

hot x x x

2 2

Chm ch, nhit tnh v

say m cng vic x x

- Tng cng

tnh ch ng

ca sv trong

vic xy dng

cc bi tho

lun nhm;

- To khng

kh thi ua

gia cc

nhm

x

2 2

- nh gi kt qu lm vic nhm (

tng, khi lng kin thc tham

kho)

- nh gi thi v mc ng gp

ca cc sinh vin qua cc bi tho lun

nhm.

43

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

T duy sng to

T duy phn bin

Khm ph v hc hi t

cuc sng

K nng hc v t hc

K nng qun l bn thn

K nng s dng my

tnh c bn v chuyn

ngnh

Hiu bit v vn ha cc

dn tc Vit Nam

Tinh thn dn tc v hiu

bit v an ninh - quc

phng ton dn

CC K NNG V

PHM CHT NGH

NGHIP

44

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

o c ngh nghip

(trung thc, trch nhim

v ng tin cy)

x x

- Trao i

-Hng dn

s dng, trch

dn ti liu

tham kho

trong cc bi

tho lun

nhm.

x 2 2 - nh gi vic s dng v trch dn ti

liu trong tho lun nhm.

Tc phong chuyn nghip

Kh nng lm vic c

lp

K nng t mc tiu x x

- Giao chun

b ni dung

tho lun

nhm

x 2 2 - nh gi phn t mc tiu cho cc

bi tho lun nhm.

K nng lp k hoch v

t chc cng vic

Nhn thc v cp nht

thng tin x x

- Trao i

- Hng dn x 2 2

- nh gi tnh cp nht trong ni dung

cc bi ging v ti liu tham kho

45

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

tm kim ti

liu v s

dng internet

K nng pht trin

chuyn mn

K NNG V PHM

CHT GIA CC C

NHN (K NNG X

HI)

LM VIC THEO

NHM

Hnh thnh nhm lm

vic hiu qu

Vn hnh nhm

Pht trin nhm

GIAO TIP

K nng thuyt trnh x x

- Hng dn

cch thuyt

trnh

x 2 2 - nh gi phn thuyt trnh

46

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

- T chc

seminar

K nng giao tip gia

cc c nhn x x

- Thng qua

hot ng

nhm

x 2 2 - nh gi thng qua tnh on kt v

ci m trong hot ng nhm.

GIAO TIP S DNG

NGOI NG

Ting Anh - k nng

nghe, ni

Ting Anh - k nng c,

vit

P DNG KIN THC

HI DNG HC

EM LI LI CH

CHO X HI

BI CNH X HI V

NGOI CNH

Vai tr v trch nhim

ca cc c nhn Hi

47

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

dng hc

Tc ng ca khoa hc

Hi dng n x hi

Nhu cu ca x hi i

vi kin thc Hi dng

hc

Bi cnh ton cu x x - Trao i x 2 2

BI CNH N V

CNG TC

Chin lc, mc tiu v

k hoch ca n v cng

tc

Mi quan h gia cc

hot ng ca n v

cng tc vi cc vn

Hi dng hc

HNH THNH

TNG KHOA HC

HI DNG HC

48

CHUN U RA

H

Th

anh

H

n

g

Ng

uy

n H

n

g Q

uan

g

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

H

Thanh

Hng

Nguyn

Hng

Quang

Thit lp mc tiu hi

dng hc (da trn nhu

cu v bi cnh x hi)

S dng cc nh ngha,

khi nim c bn lm nn

tng

M hnh ha tng v

m bo t c cc

mc tiu ra

49

I HC QUC GIA H NI


----------------------------------

THNG TIN MN HC: GIS V VIN THM

1. M mn hc: HMO2203

2. Tn mn hc: GIS v vin thm (GIS and Remote Sensing)


4. S tn ch: 3

5. Ging vin: PGS.TS. Nguyn Hng Phng, TS. Don H Phong

6. Mc tiu mn hc:

6.1. Kin thc

Cc kin thc c bn v cc thnh phn ca GIS, cc d liu v php chiu

bn ; cc kin thc v chc nng v cch trin khai v ng dng mt phn mm

quan trng trong h thng thng tin a l l ARCVIEW GIS; cc kin thc c

bn v cng ngh thu nhn, x l v phn tch cc thng tin vin thm dng th

cng nh cc sn phm phn tch v cc c trng mi trng bin. Trang b

cc kin thc v v d v ng dng cng ngh GIS v vin thm trong gii quyt

cc yu cu thc t nghin cu khoa hc v cng ngh bin.

6.2. K nng v thi c nhn, ngh nghip

K nng lm vic vi cc chc nng ch yu ca ARCVIEW GIS: tra vn

cc theme, to v khai thc cc bng v.v; nhng k nng cn thit trong tm

hiu, khai thc v ng dng ca cng ngh vin thm bin.

6.3 K nng v thi x hi

Thng qua cc hot ng nh nghe ging, tho lun trn lp, lm bi tp c

nhn, bi tp nhm, thuyt trnh, sinh vin c khuyn khch v yu cu pht

trin cc k nng v thi x hi t mc 1 n mc 3 nh: Kh nng lm vic

nhm (hnh thnh nhm, vn hnh, pht trin nhm; lnh o nhm; lm vic

trong cc nhm khc nhau); giao tip (chin lc v cu trc giao tip; k nng

giao tip bng vn bn, qua th in t v phng tin truyn thng; k nng

thuyt trnh).

6.4. Nng lc p dng kin thc vo thc tin

C nng lc ng dng cng ngh GIS v vin thm bin trong gii quyt

mt s yu cu thc t nghin cu khoa hc v cng ngh bin.

50


Mn hc gm hai phn GIS v vin thm bin. Trong phn mt gii thiu v

cng ngh GIS, d liu v cc php chiu bn s dng trong GIS, phn mm

ArcView v ng dng. Trong phn hai, trang b cc kin thc v cng ngh vin

thm v cc phng php thu thp, x l v phn tch nhng thng tin vin thm

bin ch yu hin hnh; hin trng v trin vng s dng cng ngh vin thm

bin.

8. S gi ln lp/tun:

3 gi/tun




- Thi gia k: 20%

- Thi cui k: 60%


- Nguyn Hng Phng, inh Vn u, H thng tin a l v mt s ng

dng trong Hi dng hc, NXB i hc Quc gia H Ni, 2005

- Nguyn Hng Phng, Bi tp thc hnh vi phn mm ArcView GIS, Nxb

HQGHN, 2005

- Deepak, A., Remote Sensing of Atmospheres and Oceans. Academic Press,

San Francisco, 1986

12. Yu cu tin quyt:


- Sinh vin phi tch ly xong hc phn Hi dng hc i cng.





13. Lin h:

+ B mn: Hi dng hc

+ Khoa: Kh tng, Thu vn v Hi dng hc, Phng 205, nh T3, Trng

HKHTN

51


CH NHIM KHOA


CH NHIM B MN

GS.TS INH VN U

52


Mn hc: - GIS v vin thm (HMO2203)

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

NM VNG KIN

THC NGNH HI

DNG HC V

LP LUN

Khi kin thc chung

Khi kin thc lnh vc

khoa hc t nhin

Khi kin thc c bn

khi ngnh KHT x x

Ging l

thuyt;

tho lun

nhm;

x

2 2





53

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

ln sinh vin b sung cc mc nh.


Khi kin thc c s

Ngnh hi dng

Khi kin thc chuyn

su

K NNG V PHM

CHT C NHN &

NGH NGHIP

CC LP LUN T

DUY V GII QUYT

VN

Pht hin v hnh thnh

vn x x

- t cu

hi tnh x

2 2

- nh gi phn tr li cu hi tnh hung


54

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

hung

trong bi

ging;


nhm.

Tng qut ha vn

T duy logic v phn

tch a chiu x x

- Kt hp

thng tin

nhiu chiu

kt ni cc

ni dung

trong bi

ging, m

bo tnh

logic ca

cc hin

x

2 2

- nh gi kt qu qua cc bi kim tra v

tho lun.

55

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

tng t

nhin v

cc yu t

a l, mi

trng v

s sng.

K nng nh gi v

phn tch nh tnh vn

x x - Vit bi

lun

2 2 - nh gi bi lun

K nng phn tch nh

lng vn

K nng gii quyt vn

x x

- Xy dng

ni dung

tho lun

x 2 2 - nh gi qua kt qu tho lun nhm.

56

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

nhm.

a ra gii php v kin

ngh

NGHIN CU V

KHM PH KIN

THC

Tm kim v tng hp

ti liu x x

- t u

bi cho

sinh vin

tm kim

ti liu lin

quan ti

ni dung

bi ging

x

2 2

- nh gi thng qua kt qu tm kim

thng tin, ti liu lin quan ti bi ging.

57

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

Nghin cu thc nghim

Kim nh gi thuyt

K nng thu thp, phn

tch v x l thng tin x x

- SV thc

hin, thu

thp v

phn tch

cc thng

tin cho

tho lun

nhm.

x 2 2 - nh gi ni dung tho lun nhm.

CC K NNG V

PHM CHT C

58

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

NHN

Kin tr x x

- Thu thp,

x l thng

tin cho ni

dung bi

ging.

x 2 2

- Kim tra sn phm ca sinh vin thc

hin (mc p/ chun ca sn phm)

T tin, ch ng v linh

hot x x x

2 2

Chm ch, nhit tnh v

say m cng vic x x

- Tng

cng tnh

ch ng

ca sv

trong vic

x

2 2

- nh gi kt qu lm vic nhm (

tng, khi lng kin thc tham kho)

- nh gi thi v mc ng gp

ca cc sinh vin qua cc bi tho lun

nhm.

59

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

xy dng

cc bi

tho lun

nhm;

- To

khng kh

thi ua

gia cc

nhm

T duy sng to

T duy phn bin

Khm ph v hc hi t

60

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

cuc sng

K nng hc v t hc

K nng qun l bn

thn

K nng s dng my

tnh c bn v chuyn

ngnh

Hiu bit v vn ha cc

dn tc Vit Nam

Tinh thn dn tc v

hiu bit v an ninh -

quc phng ton dn

CC K NNG V

PHM CHT NGH

61

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

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g

C

kh

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ng

ph

n

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v

n

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i

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kh

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sn

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to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

NGHIP

o c ngh nghip

(trung thc, trch nhim

v ng tin cy)

x x

- Trao i

-Hng

dn s

dng, trch

dn ti liu

tham kho

trong cc

bi tho

lun nhm.

x 2 2 - nh gi vic s dng v trch dn ti

liu trong tho lun nhm.

Tc phong chuyn

nghip

Kh nng lm vic c

lp

62

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

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bi

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kh

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hi

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p d

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v

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kh

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to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

K nng t mc tiu x x

-Giao

chun b

ni dung

tho lun

nhm

x 2 2 - nh gi phn t mc tiu cho cc bi

tho lun nhm.

K nng lp k hoch v

t chc cng vic

Nhn thc v cp nht

thng tin x x

- Trao i

- Hng

dn tm

kim ti

liu v s

dng

internet

x 2 2 - nh gi tnh cp nht trong ni dung

cc bi ging v ti liu tham kho

63

CHUN U RA

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uy

n H

n

g P

h

n

g

Do

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P

ho

ng

Phng

php thc

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GI

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bi

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kh

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hi

u

v

p d

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sn

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to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

K nng pht trin

chuyn mn

K NNG V PHM

CHT GIA CC C

NHN (K NNG X

HI)

LM VIC THEO

NHM

Hnh thnh nhm lm

vic hiu qu

Vn hnh nhm

Pht trin nhm

GIAO TIP

K nng thuyt trnh x x - Hng x 2 2 - nh gi phn thuyt trnh

64

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

Do

n H

P

ho

ng

Phng

php thc

hin

MC T

C (TNG

HP) MC T

C (THEO

TNG GING


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

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C

kh

n

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ph

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tch

v

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h g

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C

kh

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sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

dn cch

thuyt trnh

- T chc

seminar

K nng giao tip gia

cc c nhn x x

- Thng

qua hot

ng nhm

x 2 2 - nh gi thng qua tnh on kt v ci

m trong hot ng nhm.

GIAO TIP S DNG

NGOI NG

Ting Anh - k nng

nghe, ni

Ting Anh - k nng

c, vit

P DNG KIN

65

CHUN U RA

Ng

uy

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h

n

g

Do

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P

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Phng

php thc

hin

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GI

C

kh

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bi

t

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kh

n

ng

hi

u

v

p d

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C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

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sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

THC HI DNG

HC EM LI

LI CH CHO X

HI

BI CNH X HI

V NGOI CNH

Vai tr v trch nhim

ca cc c nhn Hi

dng hc

Tc ng ca khoa hc

Hi dng n x hi

Nhu cu ca x hi i

vi kin thc Hi dng

hc

66

CHUN U RA

Ng

uy

n H

n

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h

n

g

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P

ho

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Phng

php thc

hin

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C (TNG

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C (THEO

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GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

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C

kh

n

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ph

n

tch

v

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i

C

kh

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sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

Bi cnh ton cu x x - Trao i x 2 2

BI CNH N V

CNG TC

Chin lc, mc tiu v

k hoch ca n v

cng tc

Mi quan h gia cc

hot ng ca n v

cng tc vi cc vn

Hi dng hc

HNH THNH

TNG KHOA HC

HI DNG HC

Thit lp mc tiu hi

67

CHUN U RA

Ng

uy

n H

n

g P

h

n

g

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n H

P

ho

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Phng

php thc

hin

MC T

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C (THEO

TNG GING


GI

C

kh

n

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bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

ph

n

tch

v

n

h g

i

C

kh

n

ng

sn

g

to

1 2 3 4

Nguyn

Hng

Phng

Don

H

Phong

dng hc (da trn nhu

cu v bi cnh x hi)

S dng cc nh ngha,

khi nim c bn lm

nn tng

M hnh ha tng v

m bo t c cc

mc tiu ra

68

I HC QUC GIA H NI


______________________

THNG TIN MN HC: HI DNG HC I CNG

1. M mn hc: HMO3600

2. Tn mn hc: Hi dng hc i cng (General Oceanography)


4. S tn ch: 03

5. Ging vin: GVC. ThS. Phm Vn Vy; PGS.TS Phm Vn Hun

6. Mc tiu mn hc:

6.1 Kin thc: Kt thc mn hc, sinh vin c k vng c c nhng

kin thc v nhng c im c bn ca i dng th gii t mc 1 (c kh nng

ti hin) n mc 3 (c kh nng lp lun) nh sau: Hiu v phn tch c cc

qu trnh din ra trong i dng th gii v bin Vit Nam.

6.2 K nng v thi c nhn, ngh nghip: C k nng t hc, t nghin

cu thng qua vic tm kim, thu thp, tng hp, phn tch cc ti liu lin quan

n vn nghin cu; c k nng vit v trnh by mt vn khoa hc c th.

Sinh vin c khuyn khch v pht trin cc k nng v thi c nhn tng

qut khc nh: qun l thi gian, s dng thnh tho cc phn mm vi tnh thng

dng nh Microsoft Word, Microsoft PowerPoint v cc phn mm chuyn

dng trong hi dng hc.


tho lun trn lp, lm bi tp c nhn, bi tp nhm, vit tiu lun, thuyt trnh,

sinh vin c khuyn khch v yu cu pht trin cc k nng v thi x hi t

mc 1 n mc 3 nh: Kh nng lm vic nhm (hnh thnh nhm, vn hnh, pht

trin nhm; lnh o nhm; lm vic trong cc nhm khc nhau); giao tip (chin

lc v cu trc giao tip; k nng giao tip bng vn bn, qua th in t v

phng tin truyn thng; k nng thuyt trnh).

69


tho lun, thc hin bi tp nhm, vit tiu lun, bi kim tra gia k v bi thi ht

mn, sinh vin c c hi v c yu cu vn dng cc kin thc hc trong

vic phn tch v hiu c cc c trng mi trng trong i dng th gii

cng nh bin Vit Nam.


Mn hc trang b cho sinh vin nhng kin thc tng qut nht v i dng

th gii; cung cp nhng hiu bit v hnh thi, cu to, a hnh, trm tch ca y

i dng Th gii; m t cc c trng vt l, ha hc, cc hin tng v qu

trnh ng lc din ra trong i dng; khi qut v thc trng cc dng nhim

i dng v vn qun l khai thc bn vng ti nguyn v mi trng i

dng.


9. Phng php ging dy: Thuyt trnh, tho lun, bi tp, vit tiu lun



- Thi gia k: 20%

- Thi cui k: 60%


- Vorobiev V.N, Smirnov N.P, Hi dng hc i cng, Tp I; II, Bin dch

Phm Vn Hun, Trng HKHTN H Ni, 2006

- Vlaimirov A.M v nnk, Bo v mi trng, Bin dch Phm Vn Hun v

nnk, Trng HKHTN H Ni, 2005

- Phm Vn Hun, Tnh ton trong Hi dng hc, NXB HQGHN, 2003

12. Yu cu tin quyt:




70


- Sinh vin tham gia hc tp y , ng gi v np cc bi tp, tiu lun ng

hn.

13. Lin h: B mn Hi dng hc, Phng 204, nh T3, Trng HKHTN hoc

[email protected].

14. Thuc chng trnh o to: Ngnh Hi dng hc

CH NHIM KHOA


CH NHIM B MN

GS.TS inh Vn u

71


Mn hc: - Hi dng hc i cng (HMO3600)

CHUN U RA

.P

hm

Vn

Vy

Ph

m V

n H

un

Phng

php thc

hin

MC T

C (TNG

HP) MC

T C

(THEO TNG

GING VIN) PHNG PHP KIM TRA NH

GI

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kh

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kh

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1 2 3 4

Phm

Vn

Vy

Phm

Vn

Hun

NM VNG KIN

THC NGNH HI

DNG HC V LP

LUN

Khi kin thc chung

Khi kin thc lnh vc

khoa hc t nhin

Khi kin thc c bn

khi ngnh KHT

Khi kin thc c s

Ngnh hi dng x x

Ging l

thuyt; tho

lun nhm;

x

2 2




72

CHUN U RA

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T C

(THEO TNG


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to

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Phm

Vn

Vy

Phm

Vn

Hun


ln sinh vin b sung cc mc nh.


Khi kin thc chuyn

su

K NNG V PHM

CHT C NHN &

NGH NGHIP

CC LP LUN T

DUY V GII QUYT

VN

Pht hin v hnh thnh

vn x x

- t cu hi

tnh hung

trong bi

ging;

x

2 2

- nh gi phn tr li cu hi tnh hung



nhm.

Tng qut ha vn

73

CHUN U RA

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m V

n V

y

Ph

m V

n H

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Phng

php thc

hin

MC T

C (TNG

HP) MC

T C

(THEO TNG


GI

C

kh

n

ng

bi

t

C

kh

n

ng

hi

u

v

p d

n

g

C

kh

n

ng

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