Method for solving equations of the type z = ((x1**y1) op (x2**y2) op ... op (xn**ym))**(1/k)

Abstract

Abstract To solve the equation <IMAGE> the independent and dependent variables x1, x2...xn, z are processed in a first step for determining the radicand by using digital components of a computer by carrying out elementary mathematical operations and by exponentiation. In a further method step, an approximated initial solution value is calculated for the dependent variable z and compared with the calculated value of the radicand in a comparator. A successive approximation of the equation is obtained by recursive iteration of the approximated value of the dependent variable z in a circuit, which has feedback to the comparator, with a demultiplexer comprising a counter, a memory and a register and a sequence control. <IMAGE>

Inventors

• 👤 Hans-Joachim Dipl.-Ing. Busch

Bibliographic Details