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Simulating the cmos analog multiplier using esim and it's showing error in ngspice
Title
Question

while simulating this circuit it's showing error unable to read analysis file and another dialog box is also appearing saying Error while opening python plotting Editor. Please look at console for more details.


here, is the attached netlist of the given circuit :---

* c:\users\vansh\esim-workspace\multiplier\multiplier.cir

.include PMOS-180nm.lib
m1 out1 net-_m1-pad2_ ? net-_m1-pad2_ CMOSP W=2.50u L=0.25u M=1
m2 out2 net-_m1-pad2_ net-_m2-pad3_ net-_m2-pad3_ CMOSP W=2.50u L=0.25u M=1
m6 net-_m2-pad3_ net-_m6-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m5 net-_m1-pad2_ net-_m5-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m8 net-_m4-pad3_ net-_m5-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m7 net-_m3-pad3_ net-_m6-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m3 out1 net-_m3-pad2_ net-_m3-pad3_ net-_m3-pad3_ CMOSP W=2.50u L=0.25u M=1
m4 out2 net-_m3-pad2_ net-_m4-pad3_ net-_m4-pad3_ CMOSP W=2.50u L=0.25u M=1
r2  net-_r1-pad1_ out2 70k
r1  net-_r1-pad1_ out1 70k
input2  net-_m3-pad2_ gnd sine(0 5m 200 0 0)
input1  net-_m1-pad2_ gnd sine(0 -5m 200 0 0)
input4  net-_m6-pad2_ gnd sine(0 5m 100 0 0)
input3  net-_m5-pad2_ gnd sine(0 -5m 100 0 0)
* u2  out2 plot_v1
* u1  out1 plot_v1
vdd1  net-_r1-pad1_ gnd 1.2
.tran 5e-03 25e-03 0e-03

* Control Statements 
.control
run
print allv > plot_data_v.txt
print alli > plot_data_i.txt
plot v(out2)
plot v(out1)
.endc
.end

can anyone please help me to solve this problem as soon as possible? As I am unable to find the error?

eSim Schematic-Creation-and-Simulation 13-14 min 0-10 sec 16-02-22, 2:33 p.m. tan_vanshika

Answers:

Dear Vanshika,

Please try pasting the following code:

.include PMOS-180nm.lib
m1 out1 net-_m1-pad2_ ? net-_m1-pad2_ CMOSP W=2.50u L=0.25u M=1
m2 out2 net-_m1-pad2_ net-_m2-pad3_ net-_m2-pad3_ CMOSP W=2.50u L=0.25u M=1
m6 net-_m2-pad3_ net-_m6-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m5 net-_m1-pad2_ net-_m5-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m8 net-_m4-pad3_ net-_m5-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m7 net-_m3-pad3_ net-_m6-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m3 out1 net-_m3-pad2_ net-_m3-pad3_ net-_m3-pad3_ CMOSP W=2.50u L=0.25u M=1
m4 out2 net-_m3-pad2_ net-_m4-pad3_ net-_m4-pad3_ CMOSP W=2.50u L=0.25u M=1
r2  net-_r1-pad1_ out2 70k
r1  net-_r1-pad1_ out1 70k
vinput2  net-_m3-pad2_ gnd sine(0 5m 200 0 0)
vinput1  net-_m1-pad2_ gnd sine(0 -5m 200 0 0)
vinput4  net-_m6-pad2_ gnd sine(0 5m 100 0 0)
vinput3  net-_m5-pad2_ gnd sine(0 -5m 100 0 0)
* u2  out2 plot_v1
* u1  out1 plot_v1
vdd1  net-_r1-pad1_ gnd 1.2
.tran 5e-03 25e-03 0e-03

* Control Statements 
.control
run
print allv > plot_data_v.txt
print alli > plot_data_i.txt
plot v(out2)
plot v(out1)
.endc
.end
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">

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">


The alphabet 'V' needs to be present before voltage sources like "Vinput1",  "Vinput2",  "Vinput3", etc. 

If any more doubts, please feel free to ask.

Thank You.

Regards,
Sumanto Kar



16-02-22, 3:37 p.m. SumantoKar


Dear Vanshika,

Please try pasting the following code:

.include PMOS-180nm.lib
m1 out1 net-_m1-pad2_ ? net-_m1-pad2_ CMOSP W=2.50u L=0.25u M=1
m2 out2 net-_m1-pad2_ net-_m2-pad3_ net-_m2-pad3_ CMOSP W=2.50u L=0.25u M=1
m6 net-_m2-pad3_ net-_m6-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m5 net-_m1-pad2_ net-_m5-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m8 net-_m4-pad3_ net-_m5-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m7 net-_m3-pad3_ net-_m6-pad2_ gnd gnd CMOSP W=2.50u L=0.25u M=1
m3 out1 net-_m3-pad2_ net-_m3-pad3_ net-_m3-pad3_ CMOSP W=2.50u L=0.25u M=1
m4 out2 net-_m3-pad2_ net-_m4-pad3_ net-_m4-pad3_ CMOSP W=2.50u L=0.25u M=1
r2  net-_r1-pad1_ out2 70k
r1  net-_r1-pad1_ out1 70k
vinput2  net-_m3-pad2_ gnd sine(0 5m 200 0 0)
vinput1  net-_m1-pad2_ gnd sine(0 -5m 200 0 0)
vinput4  net-_m6-pad2_ gnd sine(0 5m 100 0 0)
vinput3  net-_m5-pad2_ gnd sine(0 -5m 100 0 0)
* u2  out2 plot_v1
* u1  out1 plot_v1
vdd1  net-_r1-pad1_ gnd 1.2
.tran 5e-03 25e-03 0e-03

* Control Statements 
.control
run
print allv > plot_data_v.txt
print alli > plot_data_i.txt
plot v(out2)
plot v(out1)
.endc
.end


The alphabet 'V' needs to be present before voltage sources like "Vinput1",  "Vinput2",  "Vinput3", etc. 

If any more doubts, please feel free to ask.

Thank You.

Regards,
Sumanto Kar



16-02-22, 3:37 p.m. SumantoKar
Thank You sir
17-02-22, 3:57 p.m. tan_vanshika

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