Lab 3 Boost Experiment
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Lab 3: Boost Experiment 1
Outcomes:
Students should understand the mechanism of the difference between theoretical and
measured duty cycle. Students should be able to identify the conduction mode of a converter
based on observation and measurement of the inductor current ripple.
Pre-Lab:
Review pages from text book starting on Page 119 for review on DCM of the boost topology (or
pages 26 and 27 of
Experimental Book - Boost.pdf)
before answering.
1.
What do CCM and DCM mean?
Discontinuous Conduction Mode
Continuous Conduction Mode
2.
How can you tell when a converter is operating in DCM? (From the waveform of the
switch node voltage and the inductor current)
A converter operates in Continuous Conduction Mode (CCM) when the inductor current never
falls below zero, as evidenced by the current waveform remaining above the null value at all
times. Additionally, the absence of sharp drops followed by immediate rises in the switch node
voltage waveform indicates that the current is never discontinuous. Should these conditions not
be met, and the current does drop to zero, the converter would then be operating in
Discontinuous Conduction Mode (DCM).
3.
What is the condition for DCM? (About the relation between the load current and
I
dcm
)
Iout<Idcm
Set-up:
1.
Set up jumpers as shown below:
2.
Make the wire connections for power input and load output.
3.
Set up oscilloscope to measure voltages and currents:
a.
Ch1 - measures switch node voltage at TP10 referencing to TP14.
b.
Ch2 - measures output voltages at TP12 referencing to TP14.
c.
Ch3 - measure inductor current at R11 with current probe.
4.
Adjust the power source voltage to 10V and the load current to 0.2A. Observe the
current ripple and switch-node voltage waveform. Take a picture of the waveform.
[Insert your waveform image here]
5.
According to the V
in
and I
Load
in following tables, conduct the experiment. Calculate the
theoretical duty cycle and predict the conduction mode by comparing I
Load
and I
dcm
(refer
to the formula in question 1). Then measure the real duty cycle and the real conduction
mode. Fill them in the following 2 tables.
Duty Cycle
I
Load
= 0.2A
I
Load
=1.0A
D
th
(1)
D
meas
(2)
D
th
(1)
D
meas
(2)
V
in
=10V
0.583
0.585
0.583
0.585
V
in
=16V
0.333
0.27
0.333
0.27
(1): Theoretical duty cycle.
(2): Measured duty cycle.
Conduction Mode
I
Load
= 0.2A
I
Load
=1.0A
CCM/DCM
th
(3)
CCM/DCM
ex
(4)
CCM/DCM
th
(3)
CCM/DCM
ex
(4)
V
in
=10V
DCM
CCM
CCM
CCM
V
in
=16V
DCM
DCM
CCM
CCM
(3): Theoretical expectation.
(4): Experimental result.
Vg = 10 V fs = 500 KHz
L = 10 µH,
Dth = 0.583, Idcm = 0.24 A
Vg = 16 V fs = 500 KHz
L = 10 µH,
Dth = 0.333, Idcm = 0.35 A
If Iout > Idcm CCM, If Iout < Idcm DCM
V = 10 V Iout = 1 A
Idcm = 0.24 CCM
V = 10 V Iout = 0.2 A Idcm = 0.24 DCM
V = 16 V Iout = 1 A
Idcm = 0. 35 CCM
V = 16 V Iout = 0.2 A Idcm = 0.35 DCM
Post - Lab Questions:
1.
In the theory section of the TI Manual the following is stated:
Using unit analysis, prove that this formula makes sense.
A
s
s
V
L
f
M
M
V
A
I
s
out
cm
*
*
1
2
)
1
(
)
(
3
d
2.
Is the measured duty cycle higher or lower than the calculated one? Why?
When the Vin=10V and the Vin=16V, the duty cycle that has been measured aligns closely with
the theoretical duty cycle derived from calculations, confirming that the observed outcomes are
consistent with the anticipated results.
The variations could be because of the environment that is not ideal because of phones and
computers, the produce some interferences.
3.
Does your expectation about conduction mode match with the experimental result? If it
does not, do you have any idea about the reason?
For Vin = 16 V the conduction mode for, I = 0.2 match with the expectation mode (DCM)
because the Iout<Idcm and for I = 1 match with the expectation mode (CCM) because
Iout>Idcm.
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For Vin =
10V the conduction mode for I = 1 match with the expectation
mode (CCM) because
the Iout>Idcm, and for
I = 0.2 doesn’t match with the expectation mode (DCM), because
theoretically
Idcm = 0.24 and
Iout = 0.2, so
Iout < Idcm and conduction mode should
be
DCM.
But because in the inductor current waveform of the lab, it would not happen.
4.
The boost converter in this lab used a MOSFET to replace the diode (the D shown
below). What is the advantage?
Note: the schematic of the boost converter in this lab is on page 20 of
Experimental
Book - Boost.pdf
.
With the mosfet, the current that pass it can be positive on-state current and can also conduct
negative current in some circumstances. So, it reduces conduction losses.
Related Questions
The Figure 2 shows an electronic circuit designed for supplying power to a load (R1). The
supply voltage 235V (RMS, AC) at frequency of 50HZ. The required DC voltage and power
for the load are 24V and 3.6 W respectively.
The Electrical Components of this AC to DC converter are:
A full-wave rectifier to convert AC voltage to DC voltage.
A regulator with transistor and Zener diode to ensure a constant voltage and power
for the load.
D1
Iide
91
Vaut
VLoad
D2 D3
Vde
VI
sine
R1
RL
Regulate
Reetifier
Figure 2. Complete Circuit
Assume that the diodes are real diodes (NOT ideal diodes). The following information is
available:
The collector to base resistor of the regulator R1 = 5.0 k
The transistor Q1 with B value of 24 is used for the regulator circuit.
Determine the following quantities for this electronic device and fill the table below:
Question
Answer
The voltage of Zener Diode (Vz)
The current in R1
The DC current into the regulator
| (Idc)
Base current of transistor (IB)
Collector…
arrow_forward
Design of a DC-DC Converter.
The Circuit Below shows a basic Buck-Boost Converter with a highly inductive Load. With a Deliberate mistake in the configuration of the
Circuit Connection. The Value of L1 is 22mH, C1 is 10uF, R1 is 220 and L2 is 10mH. The circuit operates with a switching frequency of
20KHZ.
The Duty cycle of the Clock signal V2 is given by the function below:
( 17 )
х0.2
Duty Cycle, k = 0. 55 +
100
Your Unique Duty Cycle =
%3D
Buck-Boost Converter
Q1
IRG4BC10U
D1
R1
222
1N4009
C1
LV1
12V
L1
22mH
10µF
L2
10mH
a) Find the mistake in the configuration of the circuit and correct the connection error.
arrow_forward
ii)Rhs= 1.325 ℃/w
arrow_forward
consider the following specifications for buck converter : Vin= 80v, Ro = 9 ohms, Po = 100watts, frequency is 150khz. determine a. the inductor value at the boundary condition. b. the maximum inductor current value for L = 10 Lcrit. (c). the doide rms and average current values
arrow_forward
1) AC power in a load can be controlled by using
a. Two SCR's in parallel opposition
b. Two SCR's in series
c. Three SCR's in series
d. Four SCR's in series
2) The advantage of using free - wheeling diode in half controlled bridge
converter is that
a. There is always a path for the ac current independent of the ac line
b. There is always a path for the dc current independent of the ac line
c. There is always a path for the dc current dependent of the ac line
d. There is always a path for the ac current dependent of the ac line
3) Silicon controlled rectifier can be turned on
a. By applying a gate pulse and turned off only when current becomes zero
b. And turned off by applying gate pulse
c. By applying a gate pulse and turned off by removing the gate pulse
d. By making current non zero and turned off by making current zero
arrow_forward
3
A peak rectifier (peak tollower)
Cir cuit is gian below. Vs is a GOH3
Sinuscidal Vollge
with peak value Upz50V.
50V.
The load resistance R= Sk . Find
the Vallke of the capacitance C
Such that the peak- to-peak ripple
2 volts. (idenl diede)
Voltage Vr
Vs
arrow_forward
A 20-V-rms 60-Hz ac source is in series with an ideal diode and a 100-Ω resistance. Determine the peak current and PIV for the diode.
arrow_forward
a-Draw the cct
Q1/(A) For the waveforms of s phase angle control Ac-Ac converter: -
diagram and complete other waveforms. b- Derive the equation of V Mean and V
Effective. c-If a л/6 compute the i/p P.F, average i/p current and o/p in this cct. (15M).
Q1(B) Prove that the single phase half wave rectifier with load inductive that:-
vdc=
Vmax
2π
[1+cos(+0)]
(10M)
Q2/(A) Design parallel inverter to generate square wave with frequency 400 Hz to supply
resistive load 120 2,240 v, if the battery voltage 12.
(15M)
Q2/(B)What are the meaning of the following: - [choose five only]
(10M)
1-PWM 2- Combined inverter 3-UPS 4- Triac. 5- Smart technology device
6-Switching mode regulator 7-Throsold v.
Q3/(A) Three phase F.W.R is operated from a star connection 208v,60 Hz supply,
RL=1002, this rectifier must supply a load of 40 2 at half its max. O/P v. Find: -1- Firing
angle. 2-r.m. s and average o/p current 3- o/p frequency. 4- if the firing angle smaller
than 60° 5-Draw the waveforms for all…
arrow_forward
Part 2: In a step-up converter, consider all the components to be ideal, Let Va
be 8-16 V, V. 24 V (regulated), fs-20 kHZ, Po ≥ 6 W.
i). Calculate the minimum inductance L required to keep the
converter operation in continuous-conduction mode under all
conditions.
ii). Specify the value of inductor for a maximum ripple of 3%.
iii). Design a capacitor for part (i) and (ii) with a voltage ripple of
less than 2%.
arrow_forward
3.18
In a single-phase half-wave ac-dc converter, the average value of the load
current is 1.78 A. If the converter is operated from a 240 V, 50 Hz supply
and if the average value of the output voltage is 27% of the maximum
possible value, calculate the following, assume the load to be resistive.
(a) Load resistance
(b) Firing angle
(c) Average output voltage
(d) The rms load voltage
(e) The rms load current
(f) DC power
(g) AC power
(h) Rectifier efficiency
(i) Form factor
(j) Ripple factor
arrow_forward
Vph.
arrow_forward
Análisis de rectificador onda completa
Consider the capacitor-filter rectifier circuit as shown in Figure 1. The input is a single-phase source that is derived from a 220 Vrms mains. Tasks for analysis:
(a) Rig up the circuit as shown in Figure land plot V andi versus time.
(b) Why is there ringing on the current wave-form?
(c) What is the series impedance of the circuitệ
(d) Plot V and V. versus time. What is the ripple? How does ripple depend on load, capacitor C; and frequency of input wave-form?
(e) Measure the current and voltage waveform across the rectifier diode.
(f) Estimate the average and ms currents through the rectifier diode, Calculate the diode power dissipation.
(g) What should be the peak current rating of the diode?
(h) Change the initial charge voltage on the capacitor Cr. What is the effect on the input surge current?
(i) Change the phase angle of the input V, at start up. Observe the effect on current i. What happens and why?
1) Under whaf conditions do you get…
arrow_forward
(b)
A three-phase uncontrolled bridge rectifier is connected to an AC supply of 415V
through a delta-star transformer as shown in the Figure. The load consists of large
inductance to render a level load current of 60A at 300V. Assuming voltage drop
across the power device to be 0.7V, compute the following:
i)
Rms value of secondary phase voltage and current;
ii)
Rms value of primary phase voltage and current3;
iii)
Transformer power rating in kVA and transformation ratio;
iv)
Device ratings.
本の。
本の
本の
Load
本の。
本。
本の。
Figure
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