Method for determining critical load of n-order telescopic boom of crane
A telescopic jib and critical load technology, applied in cranes, special data processing applications, complex mathematical operations, etc., can solve problems such as discontinuous derivatives and poor convergence
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[0065] The present invention comprises the following steps:
[0066] S1. Establish the buckling force model of the stepped column:
[0067] Simplify the telescopic jib to an n-step cantilever column, and draw the buckling model diagram and deformation diagram of the n-step cantilever column as figure 1 As shown, let the total length of the telescopic arm L=l n , the lengths of cantilever columns of each order are l 1 , l 2 -l 1 ,...l n-1 -l n-2 , l n -l n-1 ;
[0068] S2. Suppose the displacement function:
[0069] The coordinate axis is taken with the fixed end at the bottom of the buckling model diagram as the origin, and the displacement function of the stepped cantilever column is assumed to be
[0070]
[0071] Among them, A m and B m is the undetermined expansion coefficient, H 1 =-x 2 / L+x 3 / L 2 , H 2 =3x 2 / L 2 -2x 3 / L 3 ,λ m =mπ / L, for the above expression, it is easy to verify that w(0)=0, w'(0)=0, that is, formula (1) satisfies the fixed b...
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