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function [r, lowercrossvalue, uppercrossvalue, lowerreference, upperreference]=risetime(x, varargin)
// This function estimate risetime values of real vector X.
// Calling Sequence
// r=risetime(x)
// r=risetime(x, Fs)
// r=risetime(x, t)
// r=risetime(x, t, 'PercentReferenceLevels', N )
// r=risetime(x, t, 'Tolerance', M)
// r=risetime(x, t,'StateLevels', O)
// [r lowercrossvalue uppercrossvalue lowerreference upperreference]=risetime(x)
// [r lowercrossvalue uppercrossvalue lowerreference upperreference]=risetime(x, Fs)
// [r lowercrossvalue uppercrossvalue lowerreference upperreference]=risetime(x, t)
// [r lowercrossvalue uppercrossvalue lowerreference upperreference]=risetime(x, t, 'PercentReferenceLevels', N )
// [r lowercrossvalue uppercrossvalue lowerreference upperreference]= risetime(x, t, 'Tolerance', M)
// [r lowercrossvalue uppercrossvalue lowerreference upperreference]= risetime(x, t,'StateLevels', O)
// // [r lowercrossvalue uppercrossvalue lowerreference upperreference]= risetime(x, t,'StateLevels', O, 'fig', on or off)
//
// Parameters
// x: real vector.
// Fs: specifies the sample rate, Fs, as a positive scalar, where the first sample instant corresponds to a time of zero.
// t: defiene instant sample time t as vector with same length of x, or specifies the sample rate, t, as a positive scalar.
// PercentReferenceLevels: specify the percentreferenceleves as a percentage, default value of N is [10 90].
// Tolerance: define the tolerance value as real scaler value, where default value of M is 2.0.
// StateLevels: define the lower and upper state levels as two element real vector.
// fig: specify the logical input value to display figure as one of 'on' or 'off', where the default input in 'off'.
// r: return rise time of positive-going bilevel waveform transitions X.
// lowercrossvalue: return the lowerc cross value.
// uppercrossvalue: return the upper cross value.
// lowerreference: return lower reference value corrosponding to lower percenr reference value.
// upperreference: return lower reference value corrosponding to upper percenr reference value.
// Examples
// x=[1.2, 5, 10, -20, 12]
//t=1:length(x)
//r=risetime(x, t)
// See also
// Authors
// Jitendra Singh
// run statelevels and midcross function before running risetime function.
if or(type(x)==10) then
error ('Input arguments must be double.')
end
if length(varargin)==0 then // if the no of input is 0, then specify the default values to input parameter.
[levels hist]=statelevels(x);
Lvarargin=list(1:length(x), 'StateLevels', levels(1), 'MidPercentReferenceLevel', 10, 'Tolerance', 2, 'fig', 'off')
Uvarargin=list(1:length(x), 'StateLevels', levels(2), 'MidPercentReferenceLevel', 90, 'Tolerance', 2, 'fig', 'off')
end
if length(varargin)>=1 & type(varargin(1))==1 then
if length(varargin(1))==1 then
t=(0:(length(x)-1));
elseif length(varargin(1))==length(x) then
t=varargin(1);
else
error('T must be a same length as X.')
end
else
t=1:length(x);
end
if length(varargin)>=2 & type(varargin(1))==1 & type(varargin(2))==1 then
error ("Too many leading numeric arguments (at most 2 expected).");
end
sindex=[];
if length(varargin)>=1 then
a=1;
for i=1:length(varargin)
if type(varargin(i))==10 then
sindex(a)=i;
a=a+1;
end
end
end
if length(sindex)>5 then
error('Unexpected argument.')
end
if length(varargin)==1 & (isempty(sindex)) then
[levels hist]=statelevels(x);
Lvarargin=list(t, 'StateLevels', levels(1), 'MidPercentReferenceLevel', 10, 'Tolerance', 2, 'fig', 'off')
Uvarargin=list(t, 'StateLevels', levels(2), 'MidPercentReferenceLevel', 90, 'Tolerance', 2, 'fig', 'off')
end
fig='OFF';
//////////////////////////////////
if (~isempty(sindex)) then
for j=1:length(sindex)
select convstr(varargin(sindex(j)),'u')
case {'STATELEVELS'}
//////
if length(varargin) <=sindex(j) then
error(strcat(['parameter StateLevels required a value']));
end
if type(varargin(sindex(j)+1))==1 then
levels=varargin(sindex(j)+1);
elseif type(varargin(sindex(j)+1))==10 & convstr(varargin(sindex(j)+1), 'u')=='PERCENTREFERENCELEVELS' | convstr(varargin(sindex(j)+1),'u')== 'TOLERANCE' | convstr(varargin(sindex(j)+1), 'u')=='FIG' then
error('parameter StateLevels required a value.')
elseif type(varargin(sindex(j)+1))==10 then
error('Expected STATELEVELS to be one of these types: double, Instead its type was char.')
end
case {'PERCENTREFERENCELEVELS'}
if length(varargin) <=sindex(j) then
error(strcat(['parameter MidPercentRefernceLevel required a value.']));
end
if type(varargin(sindex(j)+1))==1 then
midpercentval= varargin(sindex(j)+1);
elseif type(varargin(sindex(j)+1))==10 & convstr(varargin(sindex(j)+1), 'u')=='STATELEVELS' | convstr(varargin(sindex(j)+1),'u')== 'TOLERANCE' | convstr(varargin(sindex(j)+1), 'u')=='FIG' then
error('parameter MidPercentRefernceLevel required a value.')
elseif type(varargin(sindex(j)+1))==10 then
error('Expected MidPercentRefernceLevel to be one of these types: double, Instead its type was char.')
end
if length( midpercentval)~=2 then
error ('Expected MidPercentRefernceLevel to be of size 1x2')
end
/////////////////////////////////
perval=varargin(sindex(j)+1);
disp(perval)
if perval(2)<= perval(1) then
error('The PercentReferenceLevels must be in increasing order.')
end
varargin(sindex(j))='MidPercentReferenceLevel';
varargin(sindex(j)+1)=perval(1);
Lvarargin= varargin;
varargin(sindex(j)+1)=perval(2);
Uvarargin=varargin;
case {'FIG'}
if length(varargin) <=sindex(j) then
error(strcat(['parameter fig required a value.']));
end
if type(varargin(sindex(j)+1))==1 then
error ('Expected fig to match one of these strings: on or off');
elseif type(varargin(sindex(j)+1))==10 & convstr(varargin(sindex(j)+1), 'u')=='STATELEVELS' | convstr(varargin(sindex(j)+1), 'u')== 'TOLERANCE' | convstr(varargin(sindex(j)+1), 'u')=='PERCENTREFERENCELEVELS' then
error('parameter fig required a value.')
else
fig= convstr(varargin(sindex(j)+1), 'u');
end
if fig == 'OFF' | fig == 'ON' then
else
error('Expected fig to match one of these strings: on or off');
end
case{'ON'}
case{'OFF'}
case {'TOLERANCE'}
//disp('jitend')
if length(varargin) <=sindex(j) then
error(strcat(["parameter Tolerance required a value"]));
elseif type(varargin(sindex(j)+1))==1 then
tolerance= varargin(sindex(j)+1);
elseif type(varargin(sindex(j)+1))==10 & convstr(varargin(sindex(j)+1), 'u')== 'STATELEVELS' | convstr(varargin(sindex(j)+1), 'u')== 'PERCENTREFERENCELEVELS' | convstr(varargin(sindex(j)+1), 'u')=='FIG' then
error('parameter Tolerance required a value.');
elseif type(varargin(sindex(j)+1))==10 then
error('Expected Tolerance to be one of these types: double, Instead its type was char.');
end
else
error(strcat(['Invalid optional argument'," ", varargin(sindex(j))]));
end // switch
end // for
end // if
indexx=[];
if length(sindex)>=1 then
a=1;
for i=1:length(sindex)
indexx(a)=find(convstr(varargin(sindex(i)), 'u')=='MIDPERCENTREFERENCELEVEL')
a=a+1;
end
end
if sum(indexx)==0 then
varargin(length(varargin)+1)='MIDPERCENTREFERENCELEVEL';
varargin(length(varargin)+1)=10;
Lvarargin= varargin;
varargin(length(varargin))=90;
Uvarargin=varargin;
end
index_on=[];
if length(sindex)>=1 then
a=1;
for i=1:length(sindex)
index_on(a)=find(convstr(varargin(sindex(i)), 'u')=='ON')
a=a+1;
end
end
if sum(index_on)>0 then
Lvarargin(sindex(find(index_on>0)))='OFF';
Uvarargin(sindex(find(index_on>0)))='OFF';
end
[lcrossval lref levels t tolerance]= midcross(x, Lvarargin(:)); // calling midcross function to get lower cross values
[ucrossval uref]=midcross(x, Uvarargin(:)); // calling midcross function to get upper cross values
if length(lcrossval)==length(ucrossval) then
dff=ucrossval-lcrossval
r=dff(dff>0)
elseif length(lcrossval)>length(ucrossval)
n=length(ucrossval);
dff=ucrossval-lcrossval(1:n);
r=dff(dff>0)
else
n=length(lcrossval);
dff=ucrossval(1:n)-lcrossval;
r=dff(dff>0)
end
difference=ucrossval-lcrossval;
Pindex=find(difference>0);
uppercrossvalue=ucrossval(Pindex);
lowercrossvalue=lcrossval(Pindex);
lowerreference=lref;
upperreference=uref;
upperbound= levels(2)- (tolerance/100)*(levels(2)-levels(1)); // estimating bounds
mostupperbound=levels(2)+ (tolerance/100)*(levels(2)-levels(1));
lowerbound= levels(1)+ (tolerance/100)*(levels(2)-levels(1));
mostlowerbound=levels(1)- (tolerance/100)*(levels(2)-levels(1));
if fig=='ON' then // if the defined output is only 1, the it will provide the graphical representation of //levels
if length(r)==0 then
plot(t,x, 'LineWidth',1, 'color', 'black')
plot(t,upperreference * ones(1, length(t)),'-r', 'LineWidth',0.5)
plot(t,lowerreference * ones(1, length(t)),'-g', 'LineWidth',0.5)
plot(t,mostupperbound * ones(1, length(t)),'--r', 'LineWidth',0.5)
plot(t,levels(2) * ones(1, length(t)),'--k', 'LineWidth',0.5)
plot(t,upperbound * ones(1, length(t)),'--r', 'LineWidth',0.5)
plot(t,lowerbound *ones(1, length(t)),'--g', 'LineWidth',0.5)
plot(t,levels(1) * ones(1, length(t)),'--k', 'LineWidth',0.5)
plot(t,mostlowerbound * ones(1, length(t)),'--g', 'LineWidth',0.5)
xlabel("Time (second)", "fontsize",3, "color", "black" )
ylabel("Level (Volts)", "fontsize",3, "color", "black" )
legends(["Signal"; "upper boundary"; "upper state"; "lower boundary"; "upper reference"; "lower reference"; "upper boundary"; "lower state"; "lower boundary"], [[1;1], [5;2], [1;2], [5;2], [5;1], [3;1], [3;2], [1;2], [3;2]], opt='?')
else
plot(t,x, 'LineWidth',1, 'color', 'black')
plot(t,upperreference * ones(1, length(t)),'-r', 'LineWidth',0.5)
plot(t,lowerreference * ones(1, length(t)),'-g', 'LineWidth',0.5)
rects=[lowercrossvalue; upperreference*ones(lowercrossvalue); r; (upperreference-lowerreference)*ones(r)]
col=-10*ones(r);
xrects(rects, col);
plot(uppercrossvalue, upperreference*ones(uppercrossvalue), "r*", 'MarkerSize',15);
plot(lowercrossvalue, lowerreference*ones(lowercrossvalue), "g*", 'MarkerSize',15);
plot(t,mostupperbound * ones(1, length(t)),'--r', 'LineWidth',0.5)
plot(t,levels(2) * ones(1, length(t)),'--k', 'LineWidth',0.5)
plot(t,upperbound * ones(1, length(t)),'--r', 'LineWidth',0.5)
plot(t,lowerbound *ones(1, length(t)),'--g', 'LineWidth',0.5)
plot(t,levels(1) * ones(1, length(t)),'--k', 'LineWidth',0.5)
plot(t,mostlowerbound * ones(1, length(t)),'--g', 'LineWidth',0.5)
xlabel("Time (second)", "fontsize",3, "color", "black" )
ylabel("Level (Volts)", "fontsize",3, "color", "black" )
legends(["risetime"; "Signal"; "upper cross"; "lower cross"; "upper boundary"; "upper state"; "lower boundary"; "upper reference"; "lower reference"; "upper boundary"; "lower state"; "lower boundary"], [[-11; 2] , [1;1], [-10;5], [-10;3], [5;2], [1;2], [5;2], [5;1], [3;1], [3;2],[1;2], [3;2]], opt='?')
end
end
endfunction
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