Method for converting high-precision single-chip digital signal into shaft angle signal
A technology of digital signals and conversion methods, which is applied to measurement devices, instruments, electrical devices, etc., can solve the problems of inability to achieve high-density installation of system components, reduce system reliability, and disperse component distribution, and achieve high integration. The effect of precision and high-density mounting
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Embodiment example 1
[0030] Implementation case 1, refer to figure 1 , a high-precision single-chip digital signal to shaft angle signal conversion method, the circuit to realize the method consists of a reference transformer, a linear DA circuit, a trigonometric function curve fitting circuit, a nonlinear segmented proportional circuit, a positive and negative signal selection circuit, Composed of power drive circuit and digital interface circuit; and adopts high-voltage CMOS technology compatible with multi-voltage (±15V power supply can be used, digital interface part is compatible with 5V power supply, and the analog part is controlled by high-low level conversion circuit) to integrate the above circuits in On a single chip; the linear DA circuit is composed of a high-precision 12-bit weighted resistor network D / A conversion circuit, the trigonometric function curve fitting circuit and the nonlinear segmented proportional circuit are composed of a precision resistor network; the reference trans...
Embodiment 2
[0033]Embodiment 2, in the conversion method described in Embodiment 1: the reference signal passes through the peripheral resistance of the reference transformer, and the peripheral input voltage of 0-115V is converted into an input voltage of 2V.
Embodiment 3
[0034] Embodiment 3, with reference to Figure 2-9 , in the conversion method described in embodiment 1 or 2:
[0035] The linear DA circuit decomposes the input transformed reference signal Vref linearly, divides it into sinusoidal signals sinβ and sin (11.25°-β) of angle β and outputs them, and 0°<β<11.25°;
[0036] The trigonometric function curve fitting circuit performs trigonometric function curve fitting on the linear approximation sinusoidal signal output by the linear DA circuit; the trigonometric function of the linear approximation with a large error in the β angle is converted into a rational polynomial approximation with a small error To improve conversion accuracy, and output approximately fitted sinβ, sin (11.25°-β) signals respectively;
[0037] In the nonlinear segmented proportional circuit, the angle α is nonlinearly segmented, 11.25°<α<90°; sinβ is divided into 5 resistors and divided into cos(11.25°+22.5°*n) sinβ, n= 0, 1, 2 or 3; sin (11.25°-β) is divi...
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