Vibration analysis of normal gear pair
Figure 1 shows the displacement response of the normal driving wheel in the 𝑦 direction: the time interval between two […]
Figure 1 shows the displacement response of the normal driving wheel in the 𝑦 direction: the time interval between two […]
In this paper, a pair of involute spur gear pairs are regarded as composed of mass block, spring and resistance
Assuming that the crack fault occurs on the gear teeth of the driving wheel, different types of root crack models
The root crack will directly change the effective cross-sectional area and moment of inertia of the simplified cantilever model of
The potential energy obtained by the comprehensive energy method is: Hertz contact potential energy, bending potential energy, shear deformation potential
When calculating time-varying meshing stiffness of gear pair by energy method, the gear base is assumed to be rigid, while
According to the energy method, the bending potential energy, shear deformation energy and radial compression deformation energy are also stored
Based on the time-varying meshing stiffness of the involute spur gear pair, the dynamic model of the gear pair is
When the energy method is used to calculate the time-varying meshing stiffness of gears, it is assumed that the meshing
Gear pair is the core component of gear transmission system, and time-varying meshing stiffness is the main excitation source of
Calculation of contact line length of helical gear The length of contact line of helical gear has a great influence
Actual length of meshing line of tooth profile In the process of gear transmission, the meshing line of tooth profile
In order to test the vibration reduction effect of two-stage high-speed helical gear transmission after modification, and to compare the
In order to test the vibration reduction effect of single-stage high-speed helical gear transmission after modification, the time-varying meshing stiffness
The gear contact analysis is carried out by using romax software, and the normal load per unit length of the
In the gear transmission system, the ideal gear will drive according to the constant transmission ratio. However, in practical engineering,
Vibration and noise reduction of electric vehicle reducer is an important part of vehicle design, and reasonable tooth surface modification
Vibration and noise reduction of electric vehicle reducer is an important part of vehicle design, and reasonable tooth surface modification
Vibration and noise reduction of electric vehicle reducer is an important part of vehicle design, and reasonable tooth surface modification
The vibration characteristics of two-stage helical gear drive under meshing impact excitation are further analyzed, and the vibration response of
In order to study the influence degree of two kinds of excitation factors on the system vibration, the vibration speed
The obtained time-varying meshing stiffness curve and meshing impact curve are input into the dynamic equation group at the same
In order to study the influence of the amplitude of time-varying meshing stiffness on the vibration characteristics of the system,
In order to study the influence of the mean value of the time-varying meshing stiffness on the vibration characteristics of
The time-varying meshing stiffness curve obtained above is input into the dynamic equations to obtain the vibration response of single-stage
The dynamic model of an electric vehicle reducer is established, and the time-varying meshing stiffness curve and meshing impact curve
Taking a high-speed helical gear transmission of an electric vehicle as the research object, the structure diagram is shown in
Due to the mass and inertia of the gear, the meshing impact speed will produce meshing impact force. The size
From the above analysis, it can be seen that the gear error and the loaded deformation of the gear teeth
After solving the differential equations, the vibration acceleration of two teeth in each direction is synthesized into “the relative vibration
In the figure, OP is the center of the driving wheel, og is the center of the driven wheel, P
Using the improved LTCA method to calculate the time-varying meshing stiffness of gears is another high-efficiency and high-precision calculation method.
With the development of computer technology, the application of finite element method is more and more widely. Abaqus is used
Fig. 1 shows the experimental vibration acceleration signals of healthy gear and pitting gear. It can be seen from the
In order to further evaluate the influence of gear pitting failure on the dynamic response of gear system, the meshing
In order to qualitatively study the influence of meshing impact time on the vibration characteristics of helical gear transmission, the
The relationship between the tooth root bending strain and the gear meshing stiffness is deduced. Therefore, the meshing stiffness of
In order to study the vibration characteristics of single-stage helical gear transmission system under meshing impact excitation, the obtained meshing
The dynamic strain of tooth root measured by fiber Bragg grating sensor and piezoelectric strain sensor is analyzed. The dynamic
According to the definition of mechanics of materials: under the action of external force, the energy stored in elastic body
The gear tooth root dynamic strain measurement experiment is carried out on an industrial standard gearbox, which is installed on
The Coulomb friction model with time-varying friction coefficient is given and introduced into the dynamic model of gear system, in
In the tooth surface pitting fault simulation model, it is assumed that all the centers of pitting are distributed on
For the established dynamic model of gear system, the influence of sliding friction on tooth surface is considered in the
In this experiment, the tooth surface pitting only occurs on one tooth surface of the driven gear, and the tooth
Through the dynamic signal analysis system, the vibration characteristics of the gear system are tested, and the vibration states of
In this paper, the parametric vibration without backlash and the nonlinear vibration with backlash are studied respectively. The transmission system
According to the experiment, the system load is set at 5N.m, the input speed is 1120 r/min, 840 r/min, the
According to the test in experiment 2, the speed of three-phase variable frequency speed motor is set at 560 r/min
When the input speed is 560 R / min, the theoretical frequency component of gear vibration response is calculated by
Due to the contact stress during gear meshing, contact deformation will occur. The contact deformation δcb can be calculated according
The specific implementation process of vibration experiment is as follows: (1) Make preparations before the formal experiment. First, check that
The influence of different gear parameters on the vibration characteristics of the reducer variable speed integrated gear and the sensitivity
Figure a) shows the influence of load torque T2 on the rattling state of gears. It can be seen from
Since the early computer was not widely used, the method based on mechanics of materials to calculate the time-varying meshing
In the process of gear transmission, there is a deviation between the actual base pitch and the theoretical pitch due
The ratio of the amplitude Kr to the average value K0 in the formula is defined as the amplitude coefficient
In order to compare the time-varying meshing stiffness results obtained by the three calculation methods of material mechanics method, finite
In the figure, the gear teeth are divided into several segments by the idea of integral, and the shadow part
The variation law of gear vibration state with the eccentricity of reducer variable speed integrated gear is studied. Figure a)