Edgar Rapoport; Yulia Pleshivtseva's Optimal Control of Induction Heating Processes (Mechanical PDF

By Edgar Rapoport; Yulia Pleshivtseva

This e-book introduces new methods to fixing optimum keep watch over difficulties in induction heating technique functions. optimum regulate of Induction Heating approaches demonstrates how one can observe and use new optimization ideas for various different types of induction heating installations. concentrating on useful tools for fixing actual engineering optimization difficulties, the textual content includes a number of particular optimization examples for induction heater modes and designs, rather these utilized in business purposes. The e-book describes uncomplicated actual phenomena in induction heating and induction heating technique (IHP) optimization difficulties in addition to IHP mathematical types for useful use. It explains the basics of the hot targeted strategy and the benefits it deals over different recognized equipment. a legitimate creation to the large concept of optimum keep an eye on, optimum keep watch over of Induction Heating procedures provides a transparent and obtainable method of the fashionable layout and keep an eye on of useful, competitively priced induction heating techniques. This ebook is perfect for all scholars, creation managers, engineers, designers, scientists, and clients of induction heating equipment who wish to research, layout, and enhance tactics of induction mass heating.

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Extra resources for Optimal Control of Induction Heating Processes (Mechanical Engineering, 201)

Sample text

In this heating mode, a component moves back and forth (oscillates) during the process of heating inside a single-coil or multicoil induction heater with an oscillating stroke featuring a space-saving design approach. When modern induction mass heating systems are designed, temperature uniformity of the heated component is only one of the goals. Additional design criteria include maximum production rate, minimum metal losses, and the ability to provide flexible and compact systems that have high electrical efficiency.

3) leads to minimization of the overall required energy. In many cases, an essential part of the cost is material expenses. For hightemperature heating, the appreciable portion of material expenses represents a metal loss due to scale formation. 4) 0 where f(tsur(τ)) is the known nonlinear time-dependent function of surface temperature tsur(τ). An interesting and commonly encountered special case arises when it is necessary to take into account all the previously mentioned components (or more than one) of the cost.

For a particular technological complex, it is important to reveal, by means of valid decomposition, local cost functions for each stage of the technological process. Along with these criteria, it is possible to find proper optimal control inputs, to determine optimal parameters for considered technologies, and to set optimal initial data values for design solutions. Such an optimization approach offers some advantages in comparison with typical approaches that simply rely on independent control of the individual processes.

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