It is well known [i] that the application of the modulation method in radiometers decreases the potential senstivity of the receiver, but is justified by the fact that it ensures high stability and dependable performance. For some tasks, for example, in measurements of moderate duration or in other instances when a long, continuous observation time is not required, there is reason to consider the possible use of the total power radiometer. Theoretically, the sensitivity f a total power radiometer is twice as high as that of a modulation radiometer. In addition, realization of the total power method of reception can provide a gain in sensitivity but at the expense of simplification of the input receiver channel. Practical application of total power radiometers is limited for a number of reasons, the most significant of which are fluctuations of the gain coefficient (GC) and fluctuations of the level of internal noise of the receiver [2]. In the millimeter range fluctuations of the radio emission of the atmosphere and instability of radiation reference standards become apreciable [3]. Progress in radioelectronic engineering has led to the appearance of new basic components. At the present time, there are many commercial state-of-the-art microwave devices, distinguished by small overall dimensions and weight, low-voltage power supply, high mechanical strength, and operational dependability, implementation of which has led to an increase in the stability of the parameters of the radio reception of the apparatus. Therefore, it has become advisable to carry out a new analysis of the possibilities of radiometric receivers. The present paper is devoted to problems of the practical construction of a total power radiometer in the millimeter range. In this paper the dependence of the sensitivity of the total power radiometer on measurement time and on the time constant of the output cascade are considered, practical steps towards increasing the stability of performance of the radiometer are described, and experimental results are presented. ~ Sensitivity of the Total Power Radiometer. Problems in the calculation and measurement of the sensitivity of radiometers and of the influence on the sensitivity of various factors have been covered quite broadly in the literature [I-4]. Typically, the sensitivity is determined by the magnitude of the internal noise sources of the radiometer which add onto the input where &p is the growth of the spectral density of the power of the measured signal or a quantity proportional to it, e.g., antenna temperature, D[u(t)] is the variance of the output noise u(t) of the radiometer, and $ is a quantity which is proportional to the gain coefficient of the radiometer. We will consider the output noise u(t) over the observation time interval t o . We will assume that u(t) is a stationary random function. After the time interval t o we will determine the mean-square deviation of u(t) from u(t), its average over this same interval t o . Then, after the statistical averaging (we will denote this operation by a straight line above), we write
Read full abstract