
In asynchronous electric drives with vector control on the rotor, it is necessary to calculate the value of the sine and cosine of the angle of rotation of the rotor relative to the stator to form control actions. When using angle sensors, complex structural tasks can arise — placement and reliable mounting of the sensor on the shaft and, accordingly, the task of the overall layout of the unit. For high-power machines, the tasks of developing and creating the design of the sensor itself arise. If serial rotor angular position sensors can be used, the task of placing and mounting the sensor is no less difficult. In these cases it is necessary to deduce the second end of a shaft from the case of the engine with contact rings that complicates its design. Therefore, the urgent need to create more reliable electric drives with vector control systems on the rotor is the synthesis of identifiers of the angle of rotation of the rotor. Identifiers are known whose calculation algorithms are based on determining the projections of the flow coupling vectors. In the work with the use of coordinate transducers of projections of stator or rotor current vectors and equations of electromagnetic circuits of an asynchronous machine, the synthesis and subsequent analysis of the properties of the rotor position angle identifier in vector control systems of dual power machines is performed. New equations of the identifier of flux couplings are received, its stability is investigated and on conditions of stability types of electric drives in which it is possible to apply the offered identifier are defined. The stability of the vector control system and sufficient identification accuracy when using the proposed equations and functions are confirmed by the method of mathematical modeling of the recommended electric drive systems in different operating modes.
У статті для різних режимів роботи машини подвійного живлення отримані нові рівняння математичної моделі ідентифікатора кутового положення ротора, які можуть використовуватися при синтезі систем векторного керування такими машинами. Здійснено аналіз стійкості розробленого ідентифікатора, результати якого розширюють можливості його використання в різноманітних режимах роботи електроприводів.
trigonometric functions of rotor rotation angle, asymptotic stability, тригонометричні функції кута повороту ротора, аsynchronous machine, асинхронна машина, coordinate transformations, vector control, координатні перетворення, асимптотична стійкість, векторне керування
trigonometric functions of rotor rotation angle, asymptotic stability, тригонометричні функції кута повороту ротора, аsynchronous machine, асинхронна машина, coordinate transformations, vector control, координатні перетворення, асимптотична стійкість, векторне керування
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