For dielectric mirrors, materials with a
refractive index between approx. 1.5 and 2.2 are available. The amplitude of the
Fresnel reflection is about 0.2. With 10 layers about 0.99 of the light amplitude (that is, 0.98 of the light intensity) is reflected. So if a given chirped mirror has 60 layers, light of a specific frequency interacts only with one sixth of the whole stack. Reflection from the first surface amounts to an early reflection with unaltered chirp. This is prevented by sparing some layers for
anti-reflective coating. In a simple case this is done with a single layer of MgF2 (which has a refractive index of 1.38 in the near infrared). The bandwidth is large, but not one octave. As the incidence varies from normal to
Brewster's angle, p-polarized light is less and less reflected. To eliminate residual reflections from the surface in the case of multiple mirrors, the distance between the surface and the stack is different for every mirror. Naively one would think that the chirp starts outside the desired wavelength range, and any wavelength within the range experiences a complete resonance fade in and fade out. A detailed calculation (references in the external link) shows that the reflectivity of the mirror must also be chirped, which can be done by allotting the half-wavelength unequally across the high- and low-index zones. These are called double-chirped mirrors. ==Application==