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Getting same output dimension from the fimplicit matlab function

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1

$begingroup$

I am using fimplicit function to plot two implicit curves as follows:

Limit=[ 0 1.5 0 15];
MDensity=1000;
Exactcurve=fimplicit(f,Limit,'MeshDensity',MDensity);
hold on
Aproxcurve=fimplicit(faprox,Limit,'--','MeshDensity',MDensity);

and the output can be seen in the attached figure.

Now I wanna measure the error between the two curves, I tried the following:

RMSE=norm(Aproxcurve.YData-Exactcurve.YData)

But I get error as Aproxcurve.YData and Exactcurve.YData have different dimensions! I am wondering why the outputs of the two implicit curves have different dimensions despite they have the same limit interval and MeshDensity? Even when I remove the limit and the MeshDensity and leave it in the default setting I get the same error.

matlab

share|cite|improve this question

asked Mar 13 at 8:21

RockRock

374

$endgroup$

add a comment | 

1

$begingroup$

I am using fimplicit function to plot two implicit curves as follows:

Limit=[ 0 1.5 0 15];
MDensity=1000;
Exactcurve=fimplicit(f,Limit,'MeshDensity',MDensity);
hold on
Aproxcurve=fimplicit(faprox,Limit,'--','MeshDensity',MDensity);

and the output can be seen in the attached figure.

Now I wanna measure the error between the two curves, I tried the following:

RMSE=norm(Aproxcurve.YData-Exactcurve.YData)

But I get error as Aproxcurve.YData and Exactcurve.YData have different dimensions! I am wondering why the outputs of the two implicit curves have different dimensions despite they have the same limit interval and MeshDensity? Even when I remove the limit and the MeshDensity and leave it in the default setting I get the same error.

matlab

share|cite|improve this question

asked Mar 13 at 8:21

RockRock

374

$endgroup$

add a comment | 

$begingroup$

I am using fimplicit function to plot two implicit curves as follows:

Limit=[ 0 1.5 0 15];
MDensity=1000;
Exactcurve=fimplicit(f,Limit,'MeshDensity',MDensity);
hold on
Aproxcurve=fimplicit(faprox,Limit,'--','MeshDensity',MDensity);

and the output can be seen in the attached figure.

Now I wanna measure the error between the two curves, I tried the following:

RMSE=norm(Aproxcurve.YData-Exactcurve.YData)

But I get error as Aproxcurve.YData and Exactcurve.YData have different dimensions! I am wondering why the outputs of the two implicit curves have different dimensions despite they have the same limit interval and MeshDensity? Even when I remove the limit and the MeshDensity and leave it in the default setting I get the same error.

matlab

share|cite|improve this question

asked Mar 13 at 8:21

RockRock

374

$endgroup$

Limit=[ 0 1.5 0 15];
MDensity=1000;
Exactcurve=fimplicit(f,Limit,'MeshDensity',MDensity);
hold on
Aproxcurve=fimplicit(faprox,Limit,'--','MeshDensity',MDensity);

RMSE=norm(Aproxcurve.YData-Exactcurve.YData)

share|cite|improve this question

asked Mar 13 at 8:21

RockRock

374

share|cite|improve this question

asked Mar 13 at 8:21

RockRock

374

asked Mar 13 at 8:21

RockRock

374

asked Mar 13 at 8:21

RockRock

374