This paper is concerned with the H-1-condition number and singular val
ue distribution of preconditioned nonselfadjoint discrete elliptic ope
rators. In particular, a wide class of nonconforming finite element me
thods are investigated. The main results give a precise interval on wh
ich the singular values cluster. Results of this kind have an importan
t bearing on the convergence behavior of the conjugate gradient method
applied to the normal equations.