The performance of a direct X-ray detector is mainly determined by two processes: X-ray absorption and carrier transportation. X-ray photons have considerably higher energy than visible light photons (more than 10000 times higher); consequently, they mainly interact with inner-shell electrons, whereas the visible photons interact with valance electrons [
2,
4]. Thus, the X-ray absorption coefficient (
α) is highly related to the number of inner electrons and can be approximately defined by the formula,
α∝
ρ Z4/
E3 (where
ρ is the mass density,
Z is the average atomic number, and
E is the energy of X-ray photons) [
3]. For Sb
2Se
3, the average atomic number is 40.8, and the density is 5.84 g/cm
3, which are both larger than those of α-Si (
Z = 14,
ρ = 2.28 g/cm
3) [
20,
21] and α-Se (
Z = 34,
ρ = 4.26 g/cm
3) [
22–
24], two main commercial flat-panel X-ray detector materials. The absorption coefficients of these three materials in the radiation energy range of 0.01–100 MeV (Fig. 1(a)) were calculated according to the photon cross section database [
25]. Apart from the small region around 0.02 MeV, which is attributed to the resonant absorption at the K-edge of Se atoms, the absorption coefficient of Sb
2Se
3 is higher than that of the other two materials across the range. Figure 1(b) shows the attenuation ratio of these three materials with different film thicknesses under 30 keV X-ray photons, which is the peak of our X-ray source spectrum. Undoubtedly, Sb
2Se
3 films of the same thickness can absorb more X-ray irradiation, because the corresponding absorption coefficient of Sb
2Se
3 is the highest among the three materials.