final report electronics circuit design 1

The output voltage is defined by V = VO * sin2*pi*f*t + PHI, where VO is the peak amplitude, f is the frequency in Hz, and PHI is the phase shift in radians.. [Pa] Block Parameters: V2 x

TRƯỜNG ĐẠI HOC TON BUC THANG KHOA ĐIỆN — DIEN TW

ĐẠI HỌC TÔN ĐỨC THẮNG

TON DUC THANG UNIVERSITY

ELECTRONICS CIRCUIT DESIGN 1

Lecture: ThS TRAN THANH NAM

Students:

Cao Đặng Tiến Phú - 420H0170 Nguyễn Ngọc Huân - 420h0190

Phan Thanh Liêm - 420H0132

HO CHI MINH CITY, YEAR 202

1.1.2 Diode Rectifier & Filter

1.1.3 Voltage regulation & Load

Because the output we need is vy, = 12V;i, =12A—>R, = Road = 100

We choose V, = 10V to set the v, steady, max = 40mA

ELECTRONICS CIRCUIT DESIGN 1

Riimit

VW

Zener eg Diode

1.2 Simulation

1.2.1 Transformer

[Pal Block Parameters: VAC

AC Voltage Source (mask) (link)

Ideal sinusoidal AC Voltage source

Parameters Load Flow

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ELECTRONICS CIRCUIT DESIGN 1

Pal Block Parameters: Linear Transformer x

Linear Transformer (mask) (link) Implements a three windings linear transformer

Click the Apply or the OK button after a change to the Units popup to confirm the conversion of parameters

Parameters

Nominal power and frequency [Pn(VA) fn(Hz)]:

[ 1000 50 ] Winding 1 parameters [V1(Vrms) R1(pu) L1(pu)]:

* [Pa] Block Parameters: Cfilter x

_ Series RLC Branch (mask) (link)

Implements a series branch of RLC elements

Use the ‘Branch type’ parameter to add or remove elements from

‘A Scope2 — Oo x File Tools View Simulation Help ^

@-¡ $@ @®.3-| -|-| # @B-

+ r r 1 1 - fŒl [TY Signal Statistics ax

so | Value Time

25+ 4 Peak to Peak 2.967e+01

Mean 2.385e+01

Median 2.958e+01 RMS 2.634e+01

Sample based T=0.050

To set the output steady, we must use the diode Zener with V, = 10V to meet the requirement of the threads

F—U _==—a^ ——

Pal Block Parameters: Zener Diode x

Zener Diode (mask) Implements a zener diode block

Use values from standard datasheets to populate block dialog

400 Maximum Continuous Current Izm (A) 40e-3

Forward Voltage Drop Vf (V) 0.7

On Resistance Ron (ohms) le-3

25+ } ‡ ‡ ‡ ‡ + | 4 Peak to Peak 2.967e+01

Mean 2.385e+01 Median 2.958e+01 20r T | | T Ï Ï | 7 RMS 2.634e+01

Calculation Simulation

Vs(RMS) 22V 22.03V Viter 29.71V 29.62V Vo,lo 10V; 1.2A 1.144V; 11.44A

Vo = 2sin (2000n¢ ) >= 2(V);/ = " = 1000 Hz

V3; = 3sin (sooom) =1: = a(v):f = 7 = 1500 Hz

ELECTRONICS CIRCUIT DESIGN 1

of the current flowing through the source The output voltage is defined by V = VO * sin(2*pi*f*t + PHI), where VO is the peak amplitude, f is the frequency in Hz, and PHI is the phase shift in radians

Source code Settings Parameters

[Pa] Block Parameters: V2 x

AC Voltage Source

———— The ideal AC voltage source maintains the sinusoidal voltage across its output terminals, independent

of the current flowing through the source The output voltage is defined by V = VO * sin(2*pi*f*t + PHI), where VO is the peak amplitude, f is the frequency in Hz, and PHI is the phase shift in radians Source code

Settings

fei Parameters

Peak amplitude: 2 v Phase shift: 0 deg v Frequency: 1000 Hz v

OpReet

AC Voltage Source The ideal AC voltage source maintains the sinusoidal voltage across its output terminals, independent

of the current flowing through the source The output voltage is defined by V = VO * sin(2*pi*f*t + PHI), where VO is the peak amplitude, f is the frequency in Hz, and PHI is the phase shift in radians

Pal Block Parameters: V4 x

AC Voltage Source } The ideal AC voltage source maintains the sinusoidal voltage across its output terminals, independent )} off the current flowing through the source The output voltage is defined by V = VO * sin(2*pi*f*t +

PHI), where VO is the peak amplitude, f is the frequency in Hz, and PHI is the phase shift in radians Source code

Source code

Settings

Parameters _ Variables

Cancel Help Apply

Pal Block Parameters: R5

+ Source code

, Settings

Parameters Variables

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[Pa] Block Parameters: R3 x Resistor

The voltage-current (V-I) relationship for a linear resistor is V=I*R, where R is the constant resistance

in ohms

The positive and negative terminals of the resistor are denoted by the + and - signs respectively By convention, the voltage across the resistor is given by V(+)-V(-), and the sign of the current is positive when flowing through the device from the positive to the negative terminal This convention ensures that the power absorbed by a resistor is always positive

lai Block Parameters: R4 x Resistor

The voltage-current (V-I) relationship for a linear resistor is V=I*R, where R is the constant resistance

in ohms

The positive and negative terminals of the resistor are denoted by the + and - signs respectively By convention, the voltage across the resistor is given by V(+)-V(-), and the sign of the current is positive when flowing through the device from the positive to the negative terminal This convention ensures that the power absorbed by a resistor is always positive

Source code

Settings

Parameters Variables

Cancel Help Apply

la] Block Parameters: Rf2 x

Resistor The voltage-current (V-I) relationship for a linear resistor is V=I*R, where R is the constant resistance

in ohms

The positive and negative terminals of the resistor are denoted by the + and - signs respectively By convention, the voltage across the resistor is given by V(+)-V(-), and the sign of the current is positive when flowing through the device from the positive to the negative terminal This convention ensures that the power absorbed by a resistor is always positive

Source code Settings Parameters Variables Resistance: 60 kOhm x

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1.6.3 The simulation result

The simulation results of the following v,; v2; 73; v4

Mean 5.939e-03 Peak to Peak 4.000e+00

'‡ Y Signal Statistics 2x) |? Signal Statistics ax

Max 3.000e+00 1.500e-03 | | Max 4000e+00 2.125e-03 Min -3.000e+00 7.834e-03 Min -3.999e+00 3.735e-04

Peak to Peak 6 000e+00 Peak to Peak 7.999e+00

Mean -1.701e-02 Mean -4.985e-02

Median -2.500e-02 Median -4.662e-02

The simulation result of v,