Integrating circuit - definição. O que é Integrating circuit. Significado, conceito
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O que (quem) é Integrating circuit - definição

FUNCTION THAT IS COMMONLY USED TO SOLVE ORDINARY DIFFERENTIAL EQUATIONS
Integrating factor method; Method of integrating factor; Intergrating factor; Integration factor; Integrating factors; Integrating factor technique; Euler multiplier

Linear integrated circuit         
SET OF MINIATURE ELECTRONIC ANALOG CIRCUITS FORMED ON A SINGLE PIECE OF SEMICONDUCTOR MATERIAL
Analogue chip; Analog integrated circuit; Analog chip
A linear integrated circuit or analog chip is a set of miniature electronic analog circuits formed on a single piece of semiconductor material.
circuit switch         
DIGITAL NETWORK IMPLEMENTATION IN WHICH TWO NODES ESTABLISH A DEDICATED CHANNEL THROUGH THE NETWORK BEFORE THEY COMMUNICATE
Circuit switched; Circuit transfer mode; Circuit-switched; Circuit-switched network; Circuit-switching; Circuit Switched; Circuit mode; Circuit switched network; Circuit switch
circuit switching         
DIGITAL NETWORK IMPLEMENTATION IN WHICH TWO NODES ESTABLISH A DEDICATED CHANNEL THROUGH THE NETWORK BEFORE THEY COMMUNICATE
Circuit switched; Circuit transfer mode; Circuit-switched; Circuit-switched network; Circuit-switching; Circuit Switched; Circuit mode; Circuit switched network; Circuit switch
<communications> Communication via a single dedicated path between the sender and receiver. The telephone system is an example of a circuit switched network. The term connection-oriented is used in packet-based networks in contrast to connectionless communication or packet switching. (2006-09-20)

Wikipédia

Integrating factor

In mathematics, an integrating factor is a function that is chosen to facilitate the solving of a given equation involving differentials. It is commonly used to solve ordinary differential equations, but is also used within multivariable calculus when multiplying through by an integrating factor allows an inexact differential to be made into an exact differential (which can then be integrated to give a scalar field). This is especially useful in thermodynamics where temperature becomes the integrating factor that makes entropy an exact differential.