Recent content by boyboy400
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Impact force reduction after passing through a medium
Not sure what you mean by the context. Let's say you want to design the wall to withstand the force but you know the force felt by the wall will be reduced due to existence of the mass of soil.- boyboy400
- Post #3
- Forum: General Engineering
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Impact force reduction after passing through a medium
Hello, Please see the attached sketch. A car hits a mass of soil and applies the impact force of F. The force/wave travels the distance L through the mass at the end of which there is a wall so I think the force attenuates. Assume we have all the properties of the mass. My question is, what...- boyboy400
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- Impact force Medium Reduction
- Replies: 4
- Forum: General Engineering
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How many segments on a gridded cuboid?
Hello everyone, So let's say we have a cuboid. On the X axis, it's divided to 4 segments (i.e. by 3 lines parallel to z axis) (segx=4). On the Y axis, it's divided to 3 segments (i.e. by 2 lines parallel to z axis) (segy=3). On the Z axis, it's divided to 8 segments (i.e. by 7 lines parallel...- boyboy400
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- Replies: 1
- Forum: Precalculus Mathematics Homework Help
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When the gradient of a vector field is symmetric?
Homework Statement "A gradient of a vector field is symmetric if and only if this vector field is a gradient of a function" Pure Strain Deformations of Surfaces Marek L. Szwabowicz J Elasticity (2008) 92:255–275 DOI 10.1007/s10659-008-9161-5 f=5x^3+3xy-15y^3 So the gradient of this function...- boyboy400
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- Field Gradient Symmetric Vector Vector field
- Replies: 1
- Forum: Calculus and Beyond Homework Help
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Orthogonal change of basis preserves symmetry
Thanks for the response but I guess what you refer to requires using indices and Einstein Summation stuff .. I'm only supposed to use the definitions ... Maybe my formula Sij=Sji was misleading or maybe it was not... Could you be a little more specific please? Does that coordinate independent...- boyboy400
- Post #3
- Forum: Calculus and Beyond Homework Help
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Orthogonal change of basis preserves symmetry
Homework Statement Prove that symmetric and antisymmetric matrices remain symmetric and antisymmetric, respectively, under any orthogonal coordinate transformation (orthogonal change of basis): Directly using the definitions of symmetric and antisymmetric matrices and using the orthogonal...- boyboy400
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- Basis Change Change of basis Orthogonal Symmetry
- Replies: 3
- Forum: Calculus and Beyond Homework Help