Need of AMS Simulation in Mix IP Verification: Benefits and Challenges
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Transcript of Need of AMS Simulation in Mix IP Verification: Benefits and Challenges
TM
Need of AMS simulation in Mix IP verification: benefits
and challenges
�Mix IP
�Need of AMS model for Mix IP Verification.
TM 2
�Challenges in AMS Verification �Randomizing electrical signals
�Basic Knowledge of AMS
�Issues Caught because of AMS simulation.
�In Mix IP we have two parts
�Analog part:- which is purely analog in nature. It has
electrical and digital signal interface.
TM 3
�Digital part:-Around the Analog part there is a digital
wrapper which has purely digital interface and it drives,
control and collect the analog modules response.
�Examples for Mix IP’s :- ADC, PLL, VREG, DAC
Analog
PartAvin
TM 4
Digital Wrapper
Mix IP
�Digital part drives, control and collects the analog response.
�So both parts becomes interdependent.
�To verify analog part we need proper digital response.
�Similarly to verify digital part we need proper analog response
TM 5
�Similarly to verify digital part we need proper analog response
�Say if analog model is comparing two voltages and based on which one is greater its sending a signal bit o/p
�In this case in verilog model we can’t model it, and if this o/p is supposed to be captured and responded back by digital block then we can’t verify digital block with this model.
TM 6
SAR ADC
� Need of VAMS drivers in testbench
� Randomization of Electrical signals.
� Basic Knowledge of AMS for setting voltage domain and controlling dumping of electrical signals.
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� Tool side :- AMS simulation requires fresh compilation and elaboration every time. *
� Sign off by qualification tools can’t be given because most of them work on signal compilation concept.
Note :-
* Applicable on Cadence tools
� Electrical signals are represents by real numbers.
� System verilog does not allows to randomize real number directly.
� So to randomize these real number we had to take a another
TM 8
� So to randomize these real number we had to take a another approach.
� Where we randomized integer to X times the range and then divide randomized values by X and assign to real number.
� By this X we can decide how many bit after decimal is expected in real number
rand int P_CH_V_val_x100000;
real P_CH_V_real_x100000;
real P_CH_V_real;
constraint channel_voltage_range_P1{ P_CH_V_val_x100000 inside {[0:MAX_V_x100000]}; }
P_CH_V_real_x100000 = P_CH_V_val_x100000;
P_CH_V_real = P_CH_V_real_x100000 / 100000;
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P_CH_V_real = P_CH_V_real_x100000 / 100000;
In VAMS driver :-
output V_out;
electrical V_out;
analog begin
V(V_out,gnd_node) <+ transition(P_CH_V_real,10p,100p);
end
�For driving analog signals from Testbench we again
need VAMS driver.
�In drive we pass the randomized real value and from
here this voltage is driven to the Testbench
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�Then we connect these drivers to the top level pins of
the design.
�For debugging we always need wave from.
�These electrical signals are by default not dumped in the
data base.
�We need to pass a .scs file to signify the voltage domain on
which a block is working.
�The name of the .scs file depend on the hierarchy of design
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�The name of the .scs file depend on the hierarchy of design
�For Example for hierarchy testbench.top we need a file with
name top.scs
�After adding this file it will get the voltage domain
information and will start dumping wave from for all the runs.
�To disable this dumping we have to set this option.
�amsOptions options save=nooutputNote :-
• Applicable on Cadence tools
// analog control file: top.scs
simulator lang=spectre
amsAnalysis tran stop=1 step=1p errpreset=moderate//amsOptions options save=nooutput
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//amsOptions options save=nooutput
amsd {ie vsup=3.0
}// At top instance it will covert all the 1.2V signal to 3.0V
Note :-
* Applicable on Cadence tools
TM 13
� Analog Watchdog corner case issue caught :- When the
converted data and analog watchdog upper or lower limit
were matching digital part was giving a wrong result.
� ADC offset issue:- It was again similar issue where in rtl in a
compare logic less then was used where it had to be a less
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compare logic less then was used where it had to be a less
then or equal to .
� Calibration sequence issue :- where we had to compare sum
of last two SAR result against some fix values and we had
taken only few bits of summed result in compare logic.
Q & A
TM 15
Q & A