//======================================================================================
//======================================================================================
// Filename: Common103_macrodefs.include
//======================================================================================
//======================================================================================
//
//  (c) Copyright notice
//
//  Since 2015 until today, PSP has been co-developed by NXP Semiconductors and
//  CEA-Leti. For this part of the model, each claim undivided ownership and copyrights
//  Since 2012 until 2015, PSP has been co-developed by NXP Semiconductors and
//  Delft University of Technology. For this part of the model, each claim undivided
//  ownership and copyrights
//  Until and including 2011, PSP has been co-developed by NXP Semiconductors and
//  Arizona State University. For this part of the model, NXP Semiconductors claims
//  undivided ownership and copyrights.
//
//
//  Version: 103.4.0 (PSP), 200.5.0 (JUNCAP), August 2016
//
//======================================================================================
//======================================================================================
//
// Further information can be found in the file releasenotesPSP103.txt
//

//////////////////////////////////////////////////////////////
//
//  General macros and constants for compact va-models
//
//////////////////////////////////////////////////////////////

// Clipping functions
`define CLIP_LOW(val,min)      ((val)>(min)?(val):(min))
`define CLIP_HIGH(val,max)     ((val)<(max)?(val):(max))
`define CLIP_BOTH(val,min,max) ((val)>(min)?((val)<(max)?(val):(max)):(min))

// Min/Max functions
`define MAX(x,y)              ((x)>(y)?(x):(y))
`define MIN(x,y)              ((x)<(y)?(x):(y))

// Mathematical constants
`define PI                    3.1415926535897931
`define SQRTPI                1.77245385090551603

// Physical constants
`define KELVINCONVERSION      273.15
`define KBOL                  1.3806505E-23
`define QELE                  1.6021918E-19
`define HBAR                  1.05457168E-34
`define MELE                  9.1093826E-31
`define EPSO                  8.8541878176E-12
`define EPSRSI                11.8

// Other constants
`define oneThird              3.3333333333333333e-01
`define twoThirds             6.6666666666666667e-01

// Constants needed in safe exponential function (called "expl")
`define se                    4.6051701859880916e+02
`define se05                  2.3025850929940458e+02
`define ke                    1.0e-200
`define ke05                  1.0e-100
`define keinv                 1.0e200
`define ke05inv               1.0e100

//  P3       3rd order polynomial expansion of exp()
`define P3(u) (1.0 + (u) * (1.0 + 0.5 * ((u) * (1.0 + (u) * `oneThird))))

//  expl     exp() with 3rd order polynomial extrapolation for very low values (exp_low),
//           very high values (exp_high), or both (expl)
`define expl(x, res) \
if (abs(x) < `se05) begin\
        res       = exp(x); \
end else begin \
        if ((x) < 0.0) begin\
                res       = `ke05 / `P3(-`se05 - (x)); \
        end else begin\
                res       =  `ke05inv * `P3((x) - `se05); \
        end \
end

`define expl_low(x, res) \
if ((x) > -`se05) begin\
        res       =  exp(x); \
end else begin\
        res       = `ke05 / `P3(-`se05 - (x)); \
end

`define expl_high(x, res) \
if ((x) < `se05) begin\
        res       = exp(x); \
end else begin \
        res       =  `ke05inv * `P3((x) - `se05); \
end

//  Exchange function
`define swap(a, b) \
temp = a; \
a    = b; \
b    = temp;

//  Parameter definition macros: "des" description argument is intended to
//  be a short description, the "inf" information argument is intended to be
//  a detailed description (e.g. for display as part of on-line help).
//
//  MPR      model    parameter real
//  MPI      model    parameter integer
//  IPR      instance parameter real
//  IPI      instance parameter integer
//  OPP      operating point parameter, includes units and description for printing
//  OPM      operating point parameter, scales with $mfactor
//  OPD      operating point parameter, scales with 1/$mfactor
//
//  Instance parameters have the attribute *type="instance"* and note that
//  compilers treat these as both instance and model parameters, with a
//  specified instance value taking precedence over a specified model card value.
//
//  There are some issues with passing range directives with some compilers,
//  so for each parameter declaration there are multiple versions:
//  cc       closed lower bound, closed upper bound
//  co       closed lower bound, open   upper bound
//  cz       closed lower bound of zero (no upper bound)
//  oc       open   lower bound, closed upper bound
//  oo       open   lower bound, open   upper bound
//  oz       open   lower bound of zero (no upper bound)
//  nb       no bounds
//  sw       switch (integer only, values  0=false  and >0=true)
//  ty       switch (integer only, values -1=n-type and +1=p-type)
//

`define ALIAS(alias,paramName) aliasparam alias = paramName;
`define OPP(nam,uni,des)               (*units=uni,                             desc=des*)           real    nam;
`define OPM(nam,uni,des)               (*units=uni, multiplicity="multiply",    desc=des*)           real    nam;
`define OPD(nam,uni,des)               (*units=uni, multiplicity="divide",      desc=des*)           real    nam;
`define MPRcc(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter real    nam=def from[lwr:upr];
`define MPRco(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter real    nam=def from[lwr:upr);
`define MPRcz(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter real    nam=def from[  0:inf);
`define MPRoc(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter real    nam=def from(lwr:upr];
`define MPRoo(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter real    nam=def from(lwr:upr);
`define MPRoz(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter real    nam=def from(  0:inf);
`define MPRnb(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter real    nam=def;
`define MPIcc(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter integer nam=def from[lwr:upr];
`define MPIco(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter integer nam=def from[lwr:upr);
`define MPIcz(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter integer nam=def from[  0:inf);
`define MPIoc(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter integer nam=def from(lwr:upr];
`define MPIoo(nam,def,uni,lwr,upr,des) (*units=uni                            , desc=des*) parameter integer nam=def from(lwr:upr);
`define MPIoz(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter integer nam=def from(  0:inf);
`define MPInb(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter integer nam=def;
`define MPIsw(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter integer nam=def from[  0:inf);
`define MPIty(nam,def,uni,        des) (*units=uni                            , desc=des*) parameter integer nam=def from[ -1:  1] exclude 0;
`define IPRcc(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def from[lwr:upr];
`define IPRco(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def from[lwr:upr);
`define IPRcz(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def from[  0:inf);
`define IPRoc(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def from(lwr:upr];
`define IPRoo(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def from(lwr:upr);
`define IPRoz(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def from(  0:inf);
`define IPRnb(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter real    nam=def;
`define IPIcc(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from[lwr:upr];
`define IPIco(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from[lwr:upr);
`define IPIcz(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from[  0:inf);
`define IPIoc(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from(lwr:upr];
`define IPIoo(nam,def,uni,lwr,upr,des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from(lwr:upr);
`define IPIoz(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from(  0:inf);
`define IPInb(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def;
`define IPIsw(nam,def,uni,        des) (*units=uni, type="instance",            desc=des*) parameter integer nam=def from[  0:inf);
