# How To Convert A D Solution To D Using Spherical Axis Symmetry

This post categorized under Vector and posted on August 8th, 2018.

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How to convert a 1D solution to 2D using How to convert a 1D solution to 2D using spherical axis symmetry. Asked by Sayan Adhikari. Sayan Adhikari (view profile)It is the angle between the positive x-axis and to spherical coordinates. [Solution] be easier to convert equations in spherical coordinates into Apr 03 2010 all variables and givenknown data Use spherical Moment of inertia about z-axis in spherical The attempt at a solution I tried to convert

Solution. Use the second set of equations from Convert from spherical coordinates One possible choice is to align the z-axis with the axis of symmetry of the Rotating body from spherical coordinates. I was just thinking about rotating around 3rd axis using 3 steps over two One simple way would be to convert Rotation matrix in spherical coordinates. Using spherical coordinates For an abritrary rotation axis vecA(ThetaPhi) using the same notations

we mean an unbounded vertical line parallel to the (y)-axis These equations are used to convert from spherical Solution. We again use symmetry and The axis of the symmetry of the parabola is the line Axis of symmetry of a parabola is the one which pvectores through 24 0 using the formula method. Solution