Servo load moment calculation method and equipment applied to aircraft and storage medium
A technology of load moment and aircraft, applied in special data processing applications, instruments, aircraft component testing, etc., can solve the problems of upper limit calculation of test load, requirements for structural strength design of servo system, and inability to accurately reflect the characteristics of servo system, etc. achieve the effect of improving accuracy
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Embodiment 1
[0022] This embodiment provides a calculation method for servo load torque, which can be applied to a servo system in an aircraft to calculate the servo load torque, thereby improving the control accuracy of the servo system. The servo system is used to control the air rudder to work to adjust the flight attitude of the aircraft. The aircraft can be an aircraft that can fly in the atmosphere, such as an airship, an airplane, etc., or a spacecraft that can fly outside the atmosphere, such as an artificial satellite, a manned spacecraft, a space probe, a space shuttle, etc., or it can be for rockets or missiles.
[0023] In practical applications, the method for calculating the servo load moment can be implemented by a computer program, such as application software, etc.; or, the method can also be implemented as a medium that stores related computer programs, such as a U disk, cloud disk, etc.; or, The method can also be implemented by an entity device integrated or installed ...
Embodiment 2
[0037] This embodiment optimizes the calculation method of the servo load moment on the basis of the above embodiments, and in particular provides a method for determining the static load through static load parameters.
[0038] figure 2 It is a schematic diagram of the rudder surface serial number and rudder deviation symbol of the air rudder provided in the second embodiment of the present application. In this embodiment, a rocket is used as an aircraft as an example for description. figure 2 Shown is the direction of the arrow base, that is, the direction seen from the bottom of the rocket. Such as figure 2 As shown in , the four air rudders are evenly arranged along the circumference, each located in one of the four quadrants. The air rudder trailing edge deflects clockwise for positive rudder deflection.
[0039] The data format of the rudder surface normal force and hinge moment coefficient is as follows:
[0040] Table 1 Table of normal force of rudder surface a...
Embodiment 3
[0057] This embodiment optimizes the calculation method of the servo load moment on the basis of the above embodiments, and in particular provides a method for determining the dynamic load through dynamic load parameters.
[0058] In this embodiment, the dynamic load parameters include: moment of inertia of the air rudder, rotation amplitude and angular velocity of the rotating part. Step 102 in the above embodiment can specifically calculate the dynamic load by the following formula:
[0059] m 动 =J×A×ω 2 ×sin(ωt),
[0060] Among them, M 动 is the dynamic load of the air rudder, J is the moment of inertia of the air rudder, t is the time parameter, ω is the rotational angular velocity of the air rudder, and sin(ωt) is the law of the torque changing with time period. A is the rotation amplitude of the air rudder, which is equal to the control command value of the air rudder multiplied by the amplitude magnification, and the calculation is based on the frequency characterist...
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