Experiment device and method for multi-point vibration response frequency domain prediction on the basis of transfer function
A multi-point vibration and experimental device technology, applied to vibration measurement in solids, measuring devices, measuring vibration, etc., can solve problems such as impossibility, difficulty in measuring load size, and difficulty in obtaining the transfer function of system modeling.
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Embodiment 1
[0118] Example 1: Experimental device for frequency domain prediction of multi-point vibration response under unknown load conditions
[0119] Experimental device for frequency-domain prediction of multi-point vibration response under joint excitation of shaking table and hammer under the condition of unknown load, see attached figure 2. The vibration structure used in the experimental device is a beam with one end simply supported and one end fixed. The damping ratio of this structure is small, and it can be regarded as a linear system. Two irrelevant excitation sources are used, one is the vibration table excitation, and the vibration excitation input by the vibration table is recorded by the vibration sensor; the other is the PCB hammer hammer excitation, and the force excitation is recorded by the force sensor built in the hammer head . That is, the irrelevant excitation sources m=2, and the unknowns and directions of the excitation points of the vibration table and the...
Embodiment 2
[0120] Example 2: Acquisition of transfer function based on unary linear regression model under independent load excitation historical experimental data
[0121] Using multiple excitation sources to jointly generate multiple groups of uncorrelated stationary random excitations, and the magnitude gradually increases, thus realizing an uncorrelated multi-source load joint application experiment environment to obtain the transfer function of the system, the fitting diagram is shown in the attached Figure 8 shown. Such as Figure 3 to Figure 7 As shown, since the corresponding input m=2 of the system, the corresponding output n=18, and the number of sampling frequency points is 1601, the scale of the transfer function of the system is 1601×18×2. In the experiment, the excitation source includes two One, the independent spherical noise excitation source excitation, there are three kinds of magnitude excitation, and the magnitude gradually increases, namely b 1 = 3; the vibration...
Embodiment 3
[0122] Example 3: Transfer function acquisition based on multivariate linear regression model and least squares method under uncorrelated multi-source load joint excitation historical data
[0123] Using multiple excitation sources to jointly generate multiple groups of uncorrelated stationary random excitations, and the magnitude gradually increases, thus realizing an uncorrelated multi-source load joint application experiment environment to obtain the transfer function of the system, because the corresponding input m of the system =2, the corresponding output n=18, the sampling frequency point is 1601, so the scale of the transfer function of the system is 1601×18×2, in the experiment, the excitation source contains two, the independent spherical noise excitation Source excitation, there are 3 kinds of magnitude excitation, and the magnitude gradually increases, that is, b 1 = 3; the vibration excitation of the independent suspension vibration table vibrator has 5 kinds of e...
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