Frequency-Dependent Change Mannequin For AC Energy Alerts With Pspice

Frequency-Dependent Change Mannequin For AC Energy Alerts With Pspice


A frequency-dependent change designed for PSpice simulation empowers consultants to deal with challenges in superior methods, seamlessly integrating into various digital circuits.

Switches could also be utilized in any gadget/circuit in UHF or larger radio bands that have to route indicators by way of a number of paths. Switches in several configurations are utilized in ATE (computerized take a look at tools) methods. Stable state switches might be divided into two main classes: mechanical, relay-operated, PIN diode and FETs. They can be utilized,

  • to change a single sign between double outputs,
  • to attach totally different a number of outputs delivering indicators to port connections in parallel,
  • to route change (bypass) a voltage round somewhat than by way of a circuit component or system.

Design and modelling of a voltage/current-controlled analogue behavioural mannequin change appropriate with PSpice circuit simulation software program are described with examples within the frequency area.

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Simulation technique

The PSpice technique to acquire an equal circuit for various switches utilizing analogue behavioural modelling is described. Different works on this area used totally different configurations utilizing polynomial voltage/present supply fashions of the unique PSpice program.

Fig: 1 A linear high-power community containing Laplace change(E) with resistors
Fig: 2 A linear energetic high-power community with frequency-dependent change S1

Desk I describes (Fig: 1) the PSpice process to acquire frequency-dependence, which behaves as brief at 1700Hz and turns into open circuit at different working frequencies of Fig: 1 [equivalent to performing switching (on/off) action]. The E Laplace in Fig: 1 describes an on/off resistor utilizing analogue behavioural modelling of PSpice with the Laplace choice.

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Desk I. Frequency description of change operation (Fig: 1)

**** 10/03/23 16:43:29 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
Circuit description
V2 1 0 AC 1
R13 1 3 100
E34 3 4 LAPLACE {I(E34)} = {(ABS(S)/(2.0*3.141592653589793)-1700)*1E8}
R40 4 0 100
.AC LIN 13 1KHz 2.2KHz
.PRINT AC VM(1) VM(3) VM(4)
.OP
.finish
**** 10/03/23 16:43:29 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
Small sign bias answer Temperature = 27.000 DEG C
Node voltage
( 1) 0.0000 ( 3) 0.0000 ( 4) 0.0000
Voltage supply currents
Identify Present
V2 0.000E+00
Complete energy dissipation 0.00E+00 watts
**** 10/03/23 16:43:29 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
Working level data Temperature = 27.000 DEG C
Voltage-controlled voltage sources
Identify E34
V-source 0.000E+00
I-source 0.000E+00
**** 10/03/23 16:43:29 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
AC evaluation Temperature = 27.000 DEG C
FREQ VM(1) VM(3) VM(4)
1.000E+03 1.000E+00 1.000E+00 1.429E-09
1.100E+03 1.000E+00 1.000E+00 1.667E-09
1.200E+03 1.000E+00 1.000E+00 2.000E-09
1.300E+03 1.000E+00 1.000E+00 2.500E-09
1.400E+03 1.000E+00 1.000E+00 3.333E-09
1.500E+03 1.000E+00 1.000E+00 5.000E-09
1.600E+03 1.000E+00 1.000E+00 1.000E-08
1.700E+03 1.000E+00 5.007E-01 4.993E-01
1.800E+03 1.000E+00 1.000E+00 1.000E-08
1.900E+03 1.000E+00 1.000E+00 5.000E-09
2.000E+03 1.000E+00 1.000E+00 3.333E-09
2.100E+03 1.000E+00 1.000E+00 2.500E-09
2.200E+03 1.000E+00 1.000E+00 2.000E-09

It may be noticed (Desk I) that as a result of switching motion at 1.7KHz, all of the voltage is transferred to the output node (4) from the node (3).

Desk II. PSpice program description of switching (Fig:2)

**** 10/03/23 16:33:07 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Circuit description
V2 1 0 AC 100
R13 1 2 400
G1 2 0 4 0 2
L23 2 3 0.3
R30 3 0 500
C34 3 4 0.1UF
L46 4 6 0.1
C60 6 0 0.1
E45 4 5 LAPLACE {I(E45)} = {(ABS(S)/(2.0*3.14159265359)-150)*1E10}
R40 5 0 2000
.AC LIN 4 50 200
.PRINT AC VM(1) VM(3) VM(4) VM(5)
.OP
.finish
**** 10/03/23 16:33:07 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Small sign bias answer Temperature = 27.000 DEG C
Node voltage
( 1) 0.0000 ( 2) 0.0000 ( 3) 0.0000 ( 4) 0.0000
( 5) 0.0000 ( 6) 0.0000
Voltage supply currents
Identify Present
V2 0.000E+00
Complete energy dissipation 0.00E+00 watts
**** 10/03/23 16:33:07 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Working level data Temperature = 27.000 DEG C
Voltage-controlled present sources
Identify G1
I-source 0.000E+00
Voltage-controlled voltage sources
Identify E45
V-source 0.000E+00
I-source 0.000E+00
**** 10/03/23 16:33:07 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
AC evaluation Temperature = 27.000 DEG C
FREQ VM(1) VM(3) VM(4) VM(5)
5.000E+01 1.000E+02 9.734E+01 9.607E-02 1.921E-10
1.000E+02 1.000E+02 6.948E+01 2.753E-01 1.101E-09
1.500E+02 1.000E+02 1.831E+01 1.639E-01 1.637E-01
2.000E+02 1.000E+02 8.999E+00 1.444E-01 5.775E-10
Job concluded

From Desk II’s description of Fig: 2, as a result of switching motion at 150Hz, the voltage at node (4) is transferred to node (5). On the remaining frequencies, as a result of open circuit nodes (5) and (4), the output voltage is zero. The E45 description in Desk II makes use of the analogue behavioural choice of PSpice to acquire an influence change.

Frequency-Dependent Change Mannequin For AC Energy Alerts With Pspice
Fig: 3. A high-power community containing Laplace change(E Laplace) with resistors
Fig: 4. A high-active high-power community with frequency-dependent change S1

Desk III. Frequency description of change operation (Fig: 3)

**** 10/14/23 16:46:40 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
Circuit description
Voltage AC excitation
I 0 3 AC 1
R13 0 3 100
E34 3 4 LAPLACE {I(E34)} = {(ABS(S)/(2.0*3.141592653589793)-1700)*1E8}
R40 4 0 100
.AC LIN 13 1KHz 2.2KHz
.PRINT AC VM(3) VP(3) VM(4) VP(4)
.OP
.finish
**** 10/14/23 16:46:40 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
Small sign bias answer Temperature = 27.000 DEG C
Node voltage
( 3) 0.0000 ( 4) 0.0000
Voltage supply currents
Identify Present
Complete energy dissipation 0.00E+00 watts
**** 10/14/23 16:46:40 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
Working level data Temperature = 27.000 DEG C
Voltage-controlled voltage sources
Identify E34
V-source 0.000E+00
I-source 0.000E+00
**** 10/14/23 16:46:40 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent change simulation
AC evaluation Temperature = 27.000 DEG C
FREQ VM(3) VP(3) VM(4) VP(4)
1.000E+03 1.000E+02 0.000E+00 1.429E-07 1.800E+02
1.100E+03 1.000E+02 0.000E+00 1.667E-07 1.800E+02
1.200E+03 1.000E+02 0.000E+00 2.000E-07 1.800E+02
1.300E+03 1.000E+02 0.000E+00 2.500E-07 1.800E+02
1.400E+03 1.000E+02 0.000E+00 3.333E-07 1.800E+02
1.500E+03 1.000E+02 0.000E+00 5.000E-07 1.800E+02
1.600E+03 1.000E+02 0.000E+00 1.000E-06 1.800E+02
1.700E+03 5.007E+01 0.000E+00 4.993E+01 0.000E+00
1.800E+03 1.000E+02 0.000E+00 1.000E-06 0.000E+00
1.900E+03 1.000E+02 0.000E+00 5.000E-07 0.000E+00
2.000E+03 1.000E+02 0.000E+00 3.333E-07 0.000E+00
2.100E+03 1.000E+02 0.000E+00 2.500E-07 0.000E+00
2.200E+03 1.000E+02 0.000E+00 2.000E-07 0.000E+00
Job concluded

The change in Fig: 3 turns into energetic at 1700Hz as proven in Desk III, and the voltage at node (3) turns into equal to node (4).

Desk IV. Frequency description of change operation (Fig: 4)

**** 10/15/23 12:27:19 ****** PSpice Lite (October 2012) ****** ID# 10813 **** Frequency-dependent AC change simulation
Circuit description
V2 1 0 AC 100
R13 1 2 400
HG1 2 0 V2 1
L23 2 3 0.01
R30 3 0 500
C34 3 4 0.1UF
L46 4 6 0.5
C60 6 0 0.1
E45 4 5 LAPLACE {I(E45)} = {(ABS(S)/(2.0*3.14159265359)-150)*1E10}
R40 5 0 2000
.AC LIN 4 50 200
.PRINT AC VM(1) VM(3) VM(4) VM(5)
.OP
.finish
**** 10/15/23 12:27:19 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Small sign bias answer Temperature = 27.000 DEG C
Node voltage
( 1) 0.0000 ( 2) 0.0000 ( 3) 0.0000 ( 4) 0.0000
( 5) 0.0000 ( 6) 0.0000
Voltage supply currents
Identify Present
V2 0.000E+00
Complete energy dissipation 0.00E+00 watts
**** 10/15/23 12:27:19 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Working level data Temperature = 27.000 DEG C
Voltage-controlled voltage sources
Identify E45
V-source 0.000E+00
I-source 0.000E+00
Present-controlled voltage sources
Identify HG1
V-source 0.000E+00
I-source 0.000E+00
**** 10/15/23 12:27:19 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
AC evaluation Temperature =27.000 DEG C
FREQ VM(1) VM(3) VM(4) VM(5)
5.000E+01 1.000E+02 2.506E-01 1.243E-03 2.486E-12
1.000E+02 1.000E+02 2.507E-01 5.048E-03 2.019E-11
1.500E+02 1.000E+02 2.508E-01 1.132E-02 1.131E-02
2.000E+02 1.000E+02 2.510E-01 2.151E-02 8.606E-11
Job concluded

Desk IV reveals that at 150Hz, the change is on, and the voltage at node (4) is transferred to node (5).

Fig: 5. AC energy circuit with frequency-dependent change

Fig: 5 reveals an AC energy circuit with a present managed present supply. Desk V reveals the netlist for the change description and operation of Fig: 5. The change is described with the image S1.

Desk V. Frequency description of change operation (Fig: 5)

**** 10/15/23 19:35:45 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Circuit description
V2 1 0 AC 100
R13 1 2 400
FG1 2 0 V2 1
L23 2 3 0.01
R30 3 0 500
C34 3 4 0.1UF
L46 4 6 0.5
C60 6 0 0.1
E45 4 5 LAPLACE {I(E45)} = {(ABS(S)/(2.0*3.14159265359)-150)*1E10}
R40 5 0 2000
.AC LIN 4 50 200
.PRINT AC VM(1) VM(3) VM(4) VM(5)
.OP
.finish
**** 10/15/23 19:35:45 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Small sign bias answer Temperature = 27.000 DEG C
Node voltage
( 1) 0.0000 ( 2) 0.0000 ( 3) 0.0000 ( 4) 0.0000
( 5) 0.0000 ( 6) 0.0000
Voltage supply currents
Identify Present
V2 0.000E+00
Complete energy dissipation 0.00E+00 watts
**** 10/15/23 19:35:45 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Working Level Info Temperature = 27.000 DEG C
Voltage-controlled voltage sources
Identify E45
V-source 0.000E+00
I-source 0.000E+00
Present-controlled present sources
Identify FG1
I-source 0.000E+00
**** 10/15/23 19:35:45 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
AC evaluation Temperature =27.000 DEG C
FREQ VM(1) VM(3) VM(4) VM(5)
5.000E+01 1.000E+02 7.143E+01 3.542E-01 7.083E-10
1.000E+02 1.000E+02 7.144E+01 1.438E+00 5.754E-09
1.500E+02 1.000E+02 7.144E+01 3.224E+00 3.220E+00
2.000E+02 1.000E+02 7.147E+01 6.126E+00 2.451E-08
Job concluded
**** 10/15/23 19:35:45 ****** PSpice Lite (October 2012) ****** ID# 10813 ****
Frequency-dependent AC change simulation
Job statistics abstract

Switching recruitment for frequency-dependent methods varies relying on the applying. There are totally different means by which change efficiency might be evaluated and in contrast. These switches may very well be used on the design stage for various frequency ranges and energy ranges.

A frequency-dependent change configuration is designed to slot in the PSpice simulation program to be used in an digital circuit (1700Hz,150Hz). The change is examined and verified with 4 sorts of AC circuits within the frequency area with the PSpice simulation software program. Engineers with simulation expertise can implement these conceptual designs and meet at this time’s superior methods.


Creator: Ok. Bharath Kumar, Researcher

The writer obtained a B. Tech diploma in E and CE with highest honours from JNT College, Anantapur, India, in 1981and M. Tech diploma from Indian Institute of Know-how, Kharagpur, India, in Microwave and Optical Communication within the 12 months 1983. Later, he joined Indian Phone Industries, Bengaluru, India and labored in Fiber optics. In 1990, he obtained an M.S. diploma in electrical engineering from the Illinois Institute of Know-how, Chicago, USA and joined Oki Electrical, Japan, as a researcher within the semiconductor laboratory. He has over thirty-four publications in simulation and modelling of digital circuits in numerous nationwide and worldwide journals. He’s retired from Oki Electrical now.

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