Reference solution ===================== Reference quantities and results ----------------------------------- This is a free dilation problem :math:`(\alpha =1)` of a :math:`(1\times 1)` square. The displacement along :math:`Y` of the point :math:`C` is then identical to the imposed temperature. It is thus possible to verify that the displacement curve is indeed a series of rise-fall cycles between temperatures 10 and 17. We test: * At point :math:`C`: :math:`\mathrm{DY}(t=\mathrm{1.0s})=\mathrm{DY}(t=\mathrm{2.0s})=\mathrm{DY}(t=\mathrm{4.0s})=\mathrm{15.m}` * At point :math:`C`: :math:`\mathrm{DY}(t=\mathrm{1.3s})=\mathrm{DY}(t=\mathrm{2.3s})=\mathrm{DY}(t=\mathrm{4.3s})=\mathrm{16.m}`