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Determination of current setting time in inductive load of voltage-to-current converter under non-harmonic influence

机译:非谐波影响下电压电流变换器电感负载电流整定时间的确定

摘要

The paper presents analysis of problems dealing with the determination of the current setting time in the inductive component of the complex load of Voltage-to-current (VTC)converter under non-harmonic input influence. There is showed the change in the transient response and in the current setting time of the inductor on changing the VTC converter and complex load parameters. Expression to determine the current setting time of complex load of VTC converter at given level of dynamic error is presented. The estimation of dynamic error in determining the current setting time is presented in accordance with the time dependencies of transient responses of current setting in inductive load of VTC converter with complex load’s and VTС’s converters different parameters. The mathematical model of precision VTC converter [1] with deflection system (DS) of cathode-ray tube (CRT) of television scanning optical microscope connected to its output has been designed and is presented as a complete equivalent circuit taking into account the resistance and parasitic capacitance of load. In accordance with the set conditions of raster formation on screen of such CRT, the control of converter is carried out by non-harmonic signal with variable shape, frequency, amplitude and displacement [2]. Precision VTC converter built as parallel circuit with a deep DS’s current feedback, the signal of which is formed on the feedback resistor, which is connected in series with the load, has been studied. To ensure the aperiodic current setting the bypass resistor is connected to the load in parallel. While analyzing this circuit we’re considering that: the static error due to instability of comparison resistors and feedback resistor is equal to zero, the cutoff frequency of VTC converter is higher than the resonant frequency of the load, and the error due to resistance of DS is compensated. The mathematical model allows to carry out a complete theoretical study of precision VTC converter and to get expressions to determine the parameters upon certain conditions: 1) supply voltage of VTC converter is higher than the maximum voltage on the DS during the transition process; 2) amplifier is presented as one inertial circuit with real parameters: unity gain frequency fВ , gain amplifier K0 ; 3) the resistance of DS rL and parasitic capacitance CL are taken into account at analysis; 4) considered that the feedback resistor RЗЗ is non-inductive; 5) the current flowing through the resistor R2 relative to current of feedback resistor is very small and it is neglected. Розроблено математичну модель прецизійного перетворювача напруга-струм (ПНС), навантаженого відхилювальною системою (ВС), яка забезпечує визначення часу встановлення струму у індуктивній складовій навантаження з необхідною точністю при заданій динамічній похибці. Наведені часові залежності встановлення струму у індуктивній складовій при зміні параметрів ПНС та комплексного навантаження.
机译:本文分析了在非谐波输入影响下确定电压-电流(VTC)转换器的复杂负载的电感分量中的电流设置时间的问题。显示了在更改VTC转换器和复杂的负载参数时,电感的瞬态响应和电流设置时间的变化。给出了在给定的动态误差水平下确定VTC变频器复杂负载当前设定时间的表达式。根据具有复杂负载和VTС转换器不同参数的VTC转换器的感性负载中电流设置的瞬态响应的时间依赖性,介绍了确定电流设置时间时的动态误差估计。设计了将电视扫描光学显微镜的阴极射线管(CRT)的偏转系统(DS)与其输出相连的精密VTC转换器[1]的数学模型,并考虑了电阻和负载的寄生电容。根据这种CRT屏幕上设置的光栅形成条件,转换器的控制是通过具有形状,频率,振幅和位移可变的非谐波信号进行的[2]。精密VTC转换器是作为并联电路构建的,具有深DS的电流反馈,该信号的信号形成在与负载串联的反馈电阻上。为了确保非周期性电流设置,旁路电阻并联连接到负载。在分析该电路时,我们考虑到:比较电阻和反馈电阻的不稳定性引起的静态误差等于零,VTC转换器的截止频率高于负载的谐振频率,并且DS已补偿。该数学模型可以对精密VTC转换器进行完整的理论研究,并获得表达式以在某些条件下确定参数:1)在过渡过程中,VTC转换器的电源电压高于DS上的最大电压; 2)放大器作为一个具有实际参数的惯性电路表示:单位增益频率f,增益放大器K0; 3)分析时考虑了DS rL的电阻和寄生电容CL; 4)认为反馈电阻RЗЗ是无感的; 5)流过电阻器R2的电流相对于反馈电阻器的电流很小,可以忽略不计。 Розробленоматематичнумодельпрецизійногоперетворювачанапруга-струм(ПНС),навантаженоговідхилювальноюсистемою(ВС),яказабезпечуєвизначеннячасувстановленняструмууіндуктивнійскладовійнавантаженнязнеобхідноюточністюпризаданійдинамічнійпохибці。 Наведенічасовізаленняструмууіндуктивнійскладовійпризмініпараменонн

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