Assignment
Series and Parallel Inductive Reactance
1. Consider the series inductive reactive circuit:
Calculate the following: (Express all answers in magnitude/phase angle form)
a. Zeq
b. IT
c. XL2
d. XL1
e. VR1
f. VR2
g. VL1
h. VL2
Answer:
since this is
Michael Lay
G00129687
Week 7 Lab
Grantham University
7/25/2016
For week 3 Lab
Calculations
XC
IR1
R1
IC1
Therefore
A
IR1/ IC1 = -j 212.212 m
Ic1
Measured
Calculated
j1.88496 A
j1.8849 A
IR1
400 mA
V2
120 V
IR1/IC1
-j212.206 mA
400 mA
120 V
-j212.212 mA
Di
Alternating Voltage and Current
1
a
b
c
d
e
f
g
h
For the circuit below, solve for the following:
RT = 1+3+4 = 8k
IT (pk), IT (p-p), IT (rms), IT (avg)
IT = 5vrms/8k = .625 mApk, IT(p*p) = 8*5=40, IT(rms) = .707*11=7.777, IT(avg) .
637*11 = 7.007
Voltage
In doing assignments in your ET and CT courses, you should provide well thought-out and clearly
presented solutions. If you do not show your work and simply put down an answer, your instructor is
free to give you a zero. Units are important, and an answer
Introduction:
Write one to two paragraphs about the Lab. Explain the following information for this lab:
What are the goals to achieve in the lab?
What are the expectations of the lab?
How will you be implementing this lab?
What will you try to measure?
E
Running head: Single frequency AC analysis
1
Michael Lay
G00129687
Grantham University
Single frequency AC analysis
2
Introduction
The main aim of this lab exercise is to perform single frequency AC analysis on parallel R-C circuit at
various frequencies.
Week 4 - Inductance
V L =L
L=
di
dt
VL
120
=
=24 H
di/dt
5
di 30 mA
=
=15000 A /sec
dt
2 s
L=
VL
850
=
=56.66 mH
di /dt 15000
N = 200 turns
l = 0.35m
A = 3 x 10-4m2
L=
N 2 A 2002 x 4 x 107 x 3 x 104
=
=43.085 H
l
0.35
N1 = 300
N2 1
= =0.1
N 1 10
N 2=N 2 x
Name: Stephen Cibulas Jr
GID: G00131200
Lab 4: Week 4 Inductance
Grantham University
Date: 6/24/2016
Introduction:
In week 4 lab we are going to perform a series of calculations and simulations. The simulations
will be shown in the circuit design section
Name: Stephen Cibulas Jr
GID: G00131200
Lab 3: Week 3 Capacitive Circuits
Grantham University
Date: 6/20/2016
Introduction:
In week 3 lab we are going to perform a series of calculations and simulations. The simulations
will be shown in the circuit design
RL Circuit
Calculation
Time constant T = L/R
= 40sec
Steady state current = V1/R1 = 80mA
RC circuit
Calculation
Time constant T = RC
= 7.5m sec
Steady state current = V1/R1 = 0.00016A or 160A
Table
Steady state (current)
Measured
RL
80mA
Calculated
80mA
R
Capacitive Circuits
1.
o
Watch the videos
Week 3 Video Lecture - Multisim Single Frequency Analysis
Consider the circuit below:
For the circuit above, determine the following (express all answers in phasor form):
b.
XC
Zeq
IT
R1
IC1
Construct the circuit
Michael Lay
G00129687
ET115
Grantham University
Week 4 Assignment
1. Calculate the inductance of a coil that induces 120V when the current it changes at a rate of
5A/s.
VL=L
L=
di
dt
VL 120
=
=24 H
di
5
dt
2. Calculate the inductance of a coil that induce
Assignment
Series and Parallel Inductive Reactance
1. Consider the series inductive reactive circuit:
Calculate the following: (Express all answers in magnitude/phase angle form)
a. Zeq
b. IT
c. XL2
d. XL1
e. VR1
f. VR2
g. VL1
h. VL2
Answer:
since this is
Michael Lay
Lab 1
Grantham University
6/7/2016
Introduction:
The main aim of this lab is to perform a voltage division calculation of a series circuit consisting of two
resistors. The circuit is then to be constructed in MULTISIM software and then simulat
Show work for full credit. Include MultiSIM screenshots where indicated.
1.
For the circuit below, solve for the following:
2. RT
RT = R1 +R2 +R3
RT = 2 K + 3K +6K = 11K
3. IT (pk), IT (p-p), IT (rms), IT (avg)
IT (pk) = V(PK) / RT
\
where V(PK) =
x Vrms
Part 2
Consider the circuit below:
For each value of the frequency in the chart
below, perform calculations for Ic, Vc and Xc.
Frequenc Calculate Calculate Calculate Measured Measure XC (From
Part3
y
d Ic
d Vc
d XC
IC
d Vc
Measured)
100 Hz
1.476mA
5V
3.38