- Lie derivative
- Exterior product
- Tensor product
- Hodge operator
- Covariant derivativeGiven
- Space curve:
- r = t
- phi = t
- z = t
- in cylindrical coordinate system
Calculate
- 1. Curve arc
- 2. Curve curvature
- 3. Curve torsion
- 3. Tangent vector field
- 4. Normal vector field
- 5. Binormal vector field
- 1. Start
- 2. Dimension 2D/3D
- 3. Coordinate System
- 4. Curve or Surface
- 5. Enter Equations
- 6. Final Check-Out
- 7. Save as Worksheet
- 8. Finish
-
Run atlas 2D/3D Wizard and press NEXT button -
Choose 3D - space and press NEXT button -
Select CYLINDRICAL coordinate system and press NEXT button -
Select CURVE and press NEXT button -
Enter the curve equations and press NEXT button (t is the parameter) -
Press Check-Out button or just skip this step and press NEXT button -
Specify a worksheet to save the Maple™ code (output.mws by default). -
Press FINISH button and execute in Maple™ the generated file
Result of the execution
You will see the results of the execution in the worksheet: curve arc, curve curvature, tangent vector field and normal vector field.
It takes 1 minute to solve this problem from the beginning to the end! Just try it.
