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The Hertz solution for u is: u_(r) = 2D 00 Pl mJ (mr/1) 4 1+ m m=0 dm The solution for u. due to

The Hertz solution for u is: PI 2D mJ (mr / I)  1+m m=0 4 The solution for u. due to a load spread over a

The Hertz solution for u is: u_(r) = 2D 00 Pl mJ (mr/1) 4 1+ m m=0 dm The solution for u. due to a load spread over a circle with radius a is: u_(r) = P m=0 Jo(mr/1)J (ma/1) 1+ m 4 -dm (wherein J, is the Bessel function of the first kind of order n ) For a set of realistic values of your choice, i.e., P, a, l, k, E, and v: 1. Calculate, plot, and compare the deflection basins in both cases (i.e., point loading vs. loading distributed over a circle) for the range 0r101.

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To calculate plot and compare the deflection basins for the given cases we need to assign values to the parameters P a l k E and v Since you mentioned realistic values of your choice Ill provide an ex... blur-text-image

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