Here, we present a method for measuring dimensions of nanostructures using specular reflection of electrons from an electronically opaque surface. Development of this method has been motivated by measurement needs of the semiconductor industry 1-4 , and it can also be more broadly applicable to any periodic, pseudo-periodic or statistically stationary nanostructures or nanopattern on an opaque substrate. In prior work 5,6 , it was demonstrated through the presentation of proof of concept experiments and simulated examples that Reflective Small Angle Electron Scattering (RSAES) can meet certain dimensional metrology requirements of the semiconductor industry. In RSAES, an entire reflected scattering pattern is measured, with the scattered electrons being of primary interest. Later, in the process of further simulating RSAES, it was serendipitously discovered that dimensional measurement using reflected electrons might be greatly simplified by Electron Reflectometry (ER), whereby the intensity of the specularly reflected electron beam is measured and the scattered beams ignored. 7 This innovation may allow faster and cheaper development and deployment or at the very least provide an alternate pathway to exploit the phenomenon of reflected electrons for dimensional measurement. Here we discuss how ER complements existing dimensional measurement techniques, show simulated applications with an emphasis an defect detection and line-width measurements. Dimensional metrology needs of the electronics and semiconductor industry 1-4 are primarily addressed through the techniques of X-Ray scattering 8,9 , optical scatterometry (or optical critical dimension metrology, OCD) 3,10 , scanning and transmission electron microscopy (SEM and TEM), and scanning probe microscopy (SPM). Each technique has its advantages and disadvantages, but electron reflection may be well suited for measuring threedimensional features smaller than 10 nm with: (1) high dimensional precision, (2) measurement footprint with linear dimension smaller than 100 μm, (3) little to no sample preparation, (4) strong output signal. Furthermore, when used in a hybrid measurement scheme, it is anticipated that RSAES and ER will serve to resolve parameter crosscorrelation 1,3,4 because of their strong response to surface geometry. For more discussion