A bar with a length of (L) and cross-sectional area (A) is made of a material with
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A bar with a length of \(L\) and cross-sectional area \(A\) is made of a material with an elastic modulus \(E\) and mass density \(ho\) is fixed at \(x=0\) and is attached to a spring with a stiffness of \(k\) at \(x=L\). The bar also has a longitudinal mode shape \(X_{k}(x)\) which corresponds to a natural frequency \(\omega_{k}\). What is the normalization condition for this mode?
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