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Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (-33.25904718) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (-33.25904718) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (-33.25904718) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

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LCarvalho
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Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (`-33.25-33.25904718) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (`-33.25) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (-33.25904718) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Function written in the wrong way
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LCarvalho
LCarvalho
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  • 40
  • 97

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (-33.25904718`-33.25) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (-33.25904718) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

Through other software I managed to obtain a spline with length of 200mm.

enter image description here

The points would be these:

pts = {{0, 0}, {45, 10}, {75, -15}, {130, -20}, {180, -33.25904718}}

The last value in Y (`-33.25) is not accurate for this directly depends on the length of the spline, that is 200.

  1. I get this value in the SolidWorks software, but how can I get this value using Mathematica?

And another question:

  1. There is only one solution or there may be several other?

EDIT :

Through the comments of Michael E2 I think the answer is this documentation, but I couldn't find a way in which the length of the BSpline is an input.

BSpline->Applications->Interpolation

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LCarvalho
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The correction values for correcting results
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