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Lab 3 Physics 102 Drexel University, Lab Reports of Physics

Lab 3 worksheet describing proceedures and explaining concepts.

Typology: Lab Reports

2022/2023

Uploaded on 12/04/2023

maya-watts
maya-watts 🇺🇸

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PHYS 102 - Spring 2021-22
Lab 3 Worksheet v 042922
File Submission Format
Filename: Phys102_Lab3
Include: Worksheet and calculations in a single pdf
Names: Arslan Sanabayev Luca Tepedino Maya Watts
1. Data
Resistance, R (kΩ) = 9.1 kW
Single Capacitors
TABLE-‐1
Capacitor t1/2 (μsec) Average t1/2 (μsec)Capacitance
Cexp (nF)
C1= 6.8 nF 48 μsec 48 μsec 7 * 10^(-9) nF
C2=8.2 nF 64 μsec 64 μsec 9.3*10^(-9) nF
Capacitors in Series
TABLE
-‐
2
t1/2 (μsec)Average t1/2 (μsec)Equivalent Capacitance
Cexp = t1/2 /(R ln2)
(nF)
32 32 4.66*10^(-9)
pf2

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PHYS 102 - Spring 2021-

Lab 3 Worksheet v 042922

File Submission Format

Filename: Phys102_Lab

Include: Worksheet and calculations in a single pdf

Names: Arslan Sanabayev Luca Tepedino Maya Watts

1. Data

Resistance, R (kΩ) = 9.1 kW

Single Capacitors

TABLE-‐

Capacitor

t

1/

( μsec ) Average

t

1/

( μsec ) Capacitance

C

exp ( nF )

C

1

= 6.8 nF 48 μsec 48 μsec

7 * 10^(-9) nF

C

2

=8.2 nF 64 μsec 64 μsec

9.3*10^(-9) nF

Capacitors in Series

TABLE-‐ 2

t

1/

( μsec ) Average

t

1/

( μsec )

Equivalent Capacitance

C

exp

= t

1/

/( R ln2)

( nF )

32 32 4.66*10^(-9)

Capacitors in Parallel

TABLE-‐ 3

t

1/

( μsec ) Average

t

1/

( μsec )

Equivalent Capacitance

C

exp

= t

1/

/( R ln2)

( nF )

104 μsec 104 μsec

1.34*10^(-8) nF

2. Analysis

Calculate values of capacitance and equivalent capacitance and enter into an Excel spreadsheet that aligns

with the tables.

Compare the values of single capacitors with those on the labels.

Compare the values of equivalent capacitances measured with theory using the values of single capacitors

obtained in Table 1.

Actual values of Capacitance:

C1= 6.8 nF C2= 8.2 nF Cseries=3.72 nF Cparallel=15 nF= 1.5 x 10^-8 F

Experimental Values of Capacitance:

C1= 7.0 nF C2= 9.3 nF Cseries=4.7 nF Cparallel=13.4 nF= 1.34 x 10^-8 F

3. Conclusion

Briefly discuss the connections between theory and measurement for the RC circuits and equivalent

capacitances obtained noting how the t 1/

oscilloscope measurements is used

Briefly discuss an example of how an RC circuit could be utilized in real life (e.g., heart pacemakers,

timing windshield wipers, etc. - not to be used as an example).

In comparison to the actual and measured values (7.0 nF, 9.3 nF, 4.7 nF, and 13.4 nF), the

experimental capacitance values (6.8 nF, 8.2 nF, 3.72 nF, and 15 nF, respectively) are found to be

rather accurate. The percentage errors are 2.8%, 11%, 20%, and 12%, respectively. By measuring

the amount of time required for the capacitor to reach 50% charge, the measured values can be

acquired with the t1/2 oscilloscope. An instance of an RC circuit's practical application is the

system that regulates traffic signals, including their timing. It is a very simple yet crucial use of RC

circuits that is good for all people.