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找到约 7,992 项符合 Motor 的代码

systimer.m16cc

-I"F:\WORK\RSBJ\INVPRJ\INFO\sw\motor\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\uart\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\mcuhw\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\genneral\inc" -DSMPL_20kHz -DM_Slave -

ioport.m16cc

-I"F:\WORK\RSBJ\INVPRJ\INFO\sw\motor\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\uart\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\mcuhw\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\genneral\inc" -DSMPL_20kHz -DM_Slave -

rsbjinv120sw.m16cc

-I"F:\WORK\RSBJ\INVPRJ\INFO\sw\motor\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\uart\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\mcuhw\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\genneral\inc" -DSMPL_20kHz -DM_Slave -

hw_init.m16cc

-I"F:\WORK\RSBJ\INVPRJ\INFO\sw\motor\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\uart\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\mcuhw\inc" -I"F:\WORK\RSBJ\INVPRJ\INFO\sw\genneral\inc" -DSMPL_20kHz -DM_Slave -

master_control_main.hier_info

|Master_Control_Main Door_On_Off Door_Control:inst.Reset Reset => Floor_Select:inst1.Reset Reset => Motor_Control:inst3.Reset Reset => Lift_Run_Manage:in

master_control_main.hier_info

|Master_Control_Main Door_On_Off Door_Control:inst.Reset Reset => Floor_Select:inst1.Reset Reset => Motor_Control:inst3.Reset Reset => Lift_Run_Manage:in

stepi2c.asm

;File: stepi2c.asm ;Purpose: to drive stepper motor controlled by an i2c link to MPU ;Target processor 16c62/64/71/74 ;Target speed 19.6608 Mhz ;Author M. Harrison ;Revisions: 7.4.97 added i2c s

ex11_11.m

% Example 11.11 clc clear %Here are the 60-Hz motor parameters V10 = 230/sqrt(3); Nph = 3; poles = 4; fe0 = 60; R1 = 0.095; R2 = 0.2; X10 = 0.680; X20 = 0.672; Xm0 = 18.7; % Two

ex631conv.m

% ex631conv.m % Convert a CT motor plant to a DT one. % PenChen Chou, Aug. 4, 2001 % Given CT system num=5194; den=[1 (1350+66.4) 1350*66.4]; Ts=0.01; sysc=tf(num,den); [A B C D]=tf2ss(num,d

电机s函数.txt

function[sys,x0,str,ts]=model_sfunc(t,x,u,flag) % MODEL_SFUNC A M-file S-function for defining a system of inductor motor model_parameter; % model_paramerer.m A=K*[-Rs*Lr,w*Lm^2,Rr*Lm,w*Lm*Lr