Aircraft simulation air bearing table inertia regulating and measuring device and method
A technology of aircraft simulation and measurement device, which is applied in the field of measurement and can solve problems such as unsuitable air flotation table
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Embodiment 1
[0034] combine Figure 1-2 , an aircraft simulated air flotation platform inertia adjustment and measurement device, comprising a base 1, an air flotation bearing pair 2, an experimental table 3, two trusses 4, an under-platform hanger 5 and a truss inertia adjustment module 6; the air flotation bearing pair 2 is installed on the base 1, the test table 3 is installed on the air bearing pair 2, the truss 4 is installed on both sides of the test table 3, the under-platform hanger 5 is installed under the test table 3, and the truss inertia adjustment module 6 is installed in on truss 4. The base 1 is the bearing foundation of the whole system, the test table 3 is the installation area of the test load, and the installation reference and fixing screw holes of various mounting brackets are reserved. The supporting device can also be used to increase or decrease the mass block for inertia adjustment. The two trusses 4 are symmetrically installed on both sides of the experimental...
Embodiment 2
[0036] A method for adjusting and measuring the inertia of an aircraft simulated air-floating platform obtained by using the aircraft simulated air-floating platform inertia adjustment and measuring device as described in Embodiment 1, the steps are:
[0037] The first step: rough adjustment, using theoretical calculation, pre-allocate the inertia on the computer design model, select or replace the appropriate size of the counterweight and install it on the truss inertia adjustment module; when assembling the weight, it needs to be installed on the truss The discs at both ends are installed in pairs;
[0038] Step 2: After the equipment is installed, measure the moment of inertia of the system:
[0039] After the platform is floated and adjusted horizontally, the flywheel is used to drive the air-floating platform to generate an angular acceleration α 1 , then the thrust torque M exerted by the flywheel on the air flotation table is:
[0040] M=Jα 1 (1)
[0041] If the for...
Embodiment 3
[0056] The following example illustrates the adjustment and measurement adjustment method of the moment of inertia:
[0057] It is assumed that the moment of inertia of the air flotation table is calculated theoretically J=8000kgm 2 , when the moment of inertia of the additional mass ΔJ=100kgm 2 , the drive provided by the flywheel can make the angular velocity of the air-floating table reach 0.525° / s when there is no additional mass, and its action time Δt is 1s. 1 , and Δω can be obtained from equation (5) 2 . Then there are:
[0058] Δω 1 =0.525° / s; Δω 2 =0.5185° / s
[0059] When measuring, take the angle that the air flotation table travels within 30s after the force of the flywheel is cancelled, and find out:
[0060] S1 =15.75°; S 2 =15.555°
[0061] Among them, S 1 and S 2 are the ideal 30s intrinsic angular velocity increment Δω, respectively 1 and Δω 2 The angle that the air flotation table travels under the circumstances.
[0062] The position error of g...
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