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The following formulas can be used to obtain the deflection and its angle of a linear slide shaft. Some typical<br />

conditions are listed in Table G-3.<br />

Table G-3 Formulas for Calculating Deflection and Deflection Angle<br />

1<br />

2<br />

3<br />

4<br />

5<br />

6<br />

7<br />

8<br />

9<br />

10<br />

CALCULATION OF DEFLECTION AND DEFLECTION ANGLE<br />

support<br />

method<br />

support<br />

-<br />

support<br />

fixed<br />

-<br />

fixed<br />

support<br />

-<br />

support<br />

fixed<br />

-<br />

fixed<br />

support<br />

-<br />

support<br />

fixed<br />

-<br />

fixed<br />

fixed<br />

-<br />

fixed<br />

fixed<br />

-<br />

fixed<br />

support<br />

-<br />

support<br />

fixed<br />

-<br />

fixed<br />

specification<br />

uniformly distributed load<br />

uniformly distributed load<br />

uniformly distributed load<br />

formula for deflection<br />

G-4<br />

formula for deflection angle<br />

1:deflection when load is applied(mm)max:maximum deflection(mm)i 1:deflection angle when load is applied(rad)i 2:deflection angle at the<br />

support(rad)Mo:moment(Nmm)P:concentrated load(N)p:uniformly distributed load(N/mm)a,b:loading point distance:span(mm)<br />

l:geometrical moment of inertia(mm 4 )E:modulus of direct elasticity 2.0610 5 (N/mm 2 )C:1/48El(1/Nmm 2 )

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