8
PHYSICS 211L Exp. 1: Basic Oscilloscope Operations Date: March 8, 2009 NAME: ALI ALAWIEH PARTNERS NAME: KHODOR ABOU DAYA SECTION NUMBER & NAME OF INSTRUCTOR: SECTION 5 – LAMISS ZAIDOUNY 1. Data Table 1: Amplitude Measurements Amplitude control Function Generator CH1 VOLTS/DIV Number of divisions Peak to Peak Voltage Fully CW 5 V/Div 5.9 Div 29.5 V ½- Way CW 5 V/Div 3 Div 15 V ¼- way CW 5 V/Div 2.5 Div 7.5 V Fully CCW 0.2 V/Div 7 Div 1.4 V Fully CW Square wave: Fully CW Triangular wave: Table 2: Frequency Measurements Set the frequency using the frequency counter (counters are accurate to within about 10 parts per million) Frequency of Function Generator Frequen cy of Counter Time/DIV Number of divisi ons Period ( # of divs * time/div) Frequen cy (from scope) (1/T) % of difference 100 Hz 100 Hz 4.9 div 102 Hz 2.0 2.00 kHz 2.00 2.5 2.00 0.0 Grade: 1

F Oscilloscope 2

Embed Size (px)

DESCRIPTION

physics 205 Lab

Citation preview

PHYSICS 213

PHYSICS 211L

Exp. 1: Basic Oscilloscope Operations

Grade:Date: March 8, 2009Name: Ali AlawiehPartners name: KHODOR ABOU DAYASection number & Name of Instructor: Section 5 Lamiss Zaidouny1. DataTable 1: Amplitude MeasurementsAmplitude control

Function GeneratorCH1

VOLTS/DIV Number of divisionsPeak to Peak Voltage

Fully CW5 V/Div5.9 Div29.5 V

- Way CW5 V/Div3 Div15 V

- way CW5 V/Div2.5 Div7.5 V

Fully CCW0.2 V/Div7 Div1.4 V

Fully CW Square wave: Fully CW Triangular wave: Table 2: Frequency MeasurementsSet the frequency using the frequency counter (counters are accurate to within about 10 parts per million)

Frequency of

Function GeneratorFrequency of

CounterTime/DIV

Number of divisionsPeriod

( # of divs * time/div)Frequency

(from scope)(1/T)% of difference

100 Hz100 Hz4.9 div102 Hz2.0

2.00 kHz2.00 kHz2.5 div2.00 kHz0.0

40.0 kHz40080 Hz5 div40.0 kHz0.2

150 kHz150863 Hz3.4 div147 kHz2.5

1.30 MHz1.26 MHz4 div1.25 MHz0.8

Comment on the accuracy of the scope measurement.

According to the difference in frequencies that range between 0 % and 2 % ( Average = 1.1%) between the actual and measured frequency; this mean that the oscilloscope is accurate and reliable in its measurement.Describe what happens when you vary the trigger and when you press the +/-trigger control. What is the use of the trigger on the oscilloscope?

When we vary the trigger value, the waveform displayed on the scope will move on the screen until its stable at one point; therefore, the aim of the trigger is to stabilize the displayed waveform to be able to study its characteristics.

When we press the +/- trigger, the waveform is inverted on the screen. Table 3.

Wave form Unit: Sketch and Explanation

(a) K1 and K2 open

Sketch of Wave FormExplanation

+

Waveform of 1st branch + waveform of 2nd branchThe resulting waveform:

In this case, K1 is open where K2 is open so no current pass in the lower branch and a current pass in the upper one through the diode. The diode allow only positive current to pass and since the initial current here is sinusoidal having a negative and a positive part, the result is that only the positive part passes through the diode, arrive at the load and appear on the screen while the negative part dont pass and appears as a zero line.

(b) K1 open and K2 closed

Sketch of Wave FormExplanation

In the first branch

In the second branch

These 2 added will give us the following waveform:

In This case where K1 is open and K2 is closed, current will pass through the two branches of the circuit. In the first branch only the positive half of the sinusoidal current will be allowed to pass through the diode and in the second branch the positive part is only allowed to pass through the diode, but the two waveforms as shown in the figure have a pie difference in the phase angle so the positive part of the current in the first branch is negative in the second and vice versa. Thats why the curve will look so due to the superposition of the two at the level of the resistor whose voltage is being displayed.

(c) K1 closed and K2 open

Sketch of Wave FormExplanation

Waveform of first branch:

Waveform of second branch:

Resulting waveform across resistor:

In this case we are having a short circuit on the diode in the first branch so the current will pass through the wire not the resistor since it has less resistivity so the whole sinusoidal current will pass to the resistor undistorted or changed as if the resistor is directly connected to the generator. However, the open switch K2 will allow no current to pass through the second branch so the only waveform displayed is that of first branch.

(d) K1 and K2 closed

Sketch of Wave FormExplanation

Waveform of the 1st branch:

Waveform of 2nd branch:

The resulting waveform across the resistor is:

For closed K1, as before the current in the upper branch will pass through the branch of lower resistance that is through the wire not the diode; therefore, the current waveform will arrive undistorted at the level of the resistor.Simultaneously, closing K2 will allow current to pass through the lower branch but here through the diode that will allow only the positive part to pass resulting in a waveform that is positive in half period and null in the other half.However, the phase difference between the current of the two branches is pie () so the superposition of the two currents at the level of resistor will result in the shown waveform since by the time the 1st branchs current is positive that of 2nd branch is null resulting in a positive waveform. At the other half of period, the 1st branchs current is negative and that of 2nd is positive resulting in approximately zero since the two waveforms come from identical origin.What is noted here is that the null line is just below the graticule line even if the two currents carry equal voltage, the reason for that is that the diode requires an activation voltage that it takes for itself and reduce the voltage thats why the superposition is less than what is expected.

Note:We have referred to the previous waveform as a representation of both current and voltage since it measures the voltage across the resistor and that is directly proportional to the current (by ohms law (U=RI) so the waveform represents both across the resistor.Table 3. X-Y Operation

Phase Measurements: 5 kHz

Phase shift unit2A2DPhase angle ((Measured)

A6441.81

B61.312.51

To get the phase angle we apply: sin=D/A that is =sin-1(D/A)Table 4. X-Y Operation

Phase Measurements: 10 kHz

Phase shift unit2A2DPhase angle ((Measured)

A62.625.68

B60.87.66

Work out the derivation steps between eq(1) and eq(2). What happens when (=0 and (=90?

Before studying the two given cases (=0 or 90), its better to rearrange the equation that we have reached in order for not to encounter the problem of having zero in the denominator:

We can hereby multiply by sin2 on both sides, this will give:

Then, we consider the first case:

1)

Upper branch (1st)

Lower branch (2nd)

PAGE 1