Numerical Estimation of the Energy Information Circuits of Measurement Devices

Abstract

The concept of the transfer matrix of a block of the energy information circuit of a measurement device in the LT basis of the Bartini system of kinematic quantities is introduced with space and time constituting the resources of the basis. A numerical estimate of the costs of the space-time resources expended in the transformation of a known input quantity of the block into a known output quantity is proposed. Recommendations for synthesis of the physical principle underlying the operation of a measurement device possessing minimum resource capacity equal to the sum of the costs of the resources of the blocks of the circuit are given.