How to continue a count from the previous when calling each function? Attached photo explains further.
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Refer to photo for further explanation.

All other data are correct expect the first column (Time).
Lines of code where I increment the time.:
From Function 1:
%% Looping the angles for each step
tic;
P2PAng = zeros(6); %preallocating memory
for j = 1:condiPTP
steploop = AngleA + j * step;
P2PAng(j,:) = steploop;
end
%% Increments of Time
TimeP2P = zeros(1); %preallocating memory
for clockPTP = 1:condiPTP
TickTockPTP = clockPTP * 0.1;
TimeP2P(clockPTP,:) = TickTockPTP;
end
toc
%% Concatenating Time & Point to Point Angles. Time will be the first column
ConcPTP = [TimeP2P,P2PAng];
From Function 2:
%% Looping through each point of the line
tic;
AnglesLin = zeros(6); %preallocating memory
for f = 1:ResLin
%% calculating actual point
A(1,1) = A(1,1) + DeltaX ;
A(1,2) = A(1,2) + DeltaY ;
A(1,3) = A(1,3) + DeltaZ ;
% Calling Inverse Kinematics
AnglesLin(f,:) = IKine(A);
end
%% Increments of Time
TimeLin = zeros(1); %preallocating memory
for clockLin = 1:ResLin
TickTockLin = clockLin * 0.1 + 10;
TimeLin(clockLin,:) = TickTockLin;
end
toc
%% Concatenating Time & Angles. Time will be the first column
ConcLin = [TimeLin,AnglesLin];
3 Commenti
Risposta accettata
Voss
il 30 Gen 2022
There are a few ways you could do this. Probably the easiest would be to remove the time calculation from Line.m and Point.m and instead prepend the time column to the results from Line() and Point() in the main function. Updated files are attached (IKine.m remains the same).
This way is probably better than hard-coding a time offset of 10 in Line.m. What would happen if you used a different size data set or a different time-step? What if you called the functions in a different order? Specifying the time column in the main function avoids those considerations entirely because you just make time be what it needs to be in that particular context.
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