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发表于 2013-1-12 10:13
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结论
. g+ _: ^$ A( U! i/ a„ A combination scheme of the Dynamic Explicit Spring-$ T, L% T# u3 Y+ o0 N' N& t+ s
back Algorithm (DESA) and the Tool Surface
( J* Z1 X/ |1 V: _Compensation Method (TSCM) are proposed. The
) c/ c4 A: P+ n6 o( c8 hformula of the critical damping coefficient for DESA is ( r7 D1 _/ m3 m: _( D! I( A
provided. The springback results of the truck carling2 X+ |- g. A8 x+ @& ^
shows that the present method is valid, the effect of the 9 I4 I, c- P8 \% _' Y' [
springback compensation is verified by the tool surface * E! C; {$ h8 |' X
compensation scheme. |
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