The figure shows a vertical rod A B labeled 1 attached to a vertical post B C labeled 2 by a flange at B. The length of member 1 is 1500 millimeters and the length of member 2 is 1000 millimeters. The load at B is P which equals 110 kilo newtons directed vertically downwards. The rod is attached to a rigid support at A and the post is attached to a rigid support at C.

An equation based on the geometry of the deformations particular to this structure can be written as:

δ1+δ2=0

The deformation in member (1) plus the deformation in member (2) must add up to be zero since the overall length of the axial member is constrained by the rigid supports at A and C.