Most processes of modern thin film technologies require systems of in situ control of such important technological parameters as the substrate temperature and the growth or etching rate. Optical systems are the most interesting [1][2][3] of the systems that are available for monitoring these parameters due to their high sen sitivity and the absence of mechanical contact between a measured object and a measuring system. Low coherence tandem interferometry (LCTI) is a promising optical monitoring method. The possibili ties of the using TLCI in metalorganic vapor phase and molecular beam epitaxy and plasmachemical etching were shown in studies [4][5][6][7].The essence of LCTI lies in the following. Two sequentially coupled interferometers (delay lines) with arm length differences L 1 and L 2 are illuminated by a broadband light source with small coherence length L coh (Fig. 1). The arm length difference of the first (measuring) interferometer can be controllably tuned. An investigated sample (substrate) serves as the second interferometer. Upon variation in delay L 1 in the first interferometer at the system's output, an interference signal is formed that consists of two peaks. The first peak corresponds to the zero arm length difference of the reference interferometer (L 1 = 0), and the second corresponds to the moment when the optical thick nesses of the interferometer and substrate coincide (L 1 = L 2 ). Thus, if propagation difference L 1 of the measuring interferometer at the instant of time corre sponding to the second interference peak maximum is known, one can obtain the substrate thickness. The LCTI operation was described in more detail in [8].The main problem of using the LCTI in monitor ing real technological processes is that, in general, the optical substrate thickness is measured for two rea sons: the physical thickness variation during the growth/etching and the refractive index variation caused by the change in the substrate temperature [9]. Thus, to date it has been impossible to establish the cause of the detected signal variations.This Letter proposes two original ways of solving this problem.In the LCTI, the interference signal shape is described as [10] (1)Here, z is the interferometer mirror shift relative to the position in which L 1 = 0, I c, 0, 1 are the constants depending on reflectances from the interfaces and loss in the sample, k 0 = 2π/λ 0 , λ 0 is the central wavelength of the source, D = nd is the optical substrate thickness, n is the refractive index of the substrate, d is the geo metrical thickness, and γ(z) is the envelope of the autocorrelation function of the source. For the source with the Gaussian spectrum, we haveAbstract-We propose an original technique for measuring minor variations in the semiconductor structure thickness at nonstationary temperature with the use of the principle of low coherence tandem interferometry. The attained temperature and thickness resolutions are ±2°C and ±2 nm, respectively. SLD BS BS BS PD M M L 2 = 2nd L 1 L 1 −L 2 F n, d S Fig. 1. Schematic ...