Profile modification of involute spur gear drive system
Determining the profile modification quantity is a complicated problem. If the profile modification quantity is too large, the coincidence degree […]
Determining the profile modification quantity is a complicated problem. If the profile modification quantity is too large, the coincidence degree […]
For single-stage gear drive system, the influence laws of dynamic load and its parameters are analyzed under steady-state and no-load
For single-stage gear drive system, engine excitation is taken as input condition, dynamic characteristics and parameter influence rules under steady-state
Nonlinear dynamic model of yaw-torsion coupling was established for involute spur fixed-shaft gear drive and planetary gear drive respectively, and
Nonlinear dynamic model of yaw-torsion coupling was established for involute spur fixed-shaft gear drive and planetary gear drive respectively, and
Nonlinear dynamic model of yaw-torsion coupling was established for involute spur fixed-shaft gear drive and planetary gear drive respectively, and
The innovations of the research work can be summarized as follows: (1) The coupling relationship between the acting direction of
Nonlinear dynamic model of yaw-torsion coupling was established for involute spur fixed-shaft gear drive and planetary gear drive respectively, and
Gears are wheel-shaped mechanical parts that transmit torque by whistling closure of teeth.Gears can change speed and torque, direction of
(1) Deep analysis of tooth bias torque caused by deformation of drive shaft and bearing and tooth error is introduced
In gear meshing drive, in order to avoid jamming, clearance between tooth profiles must be left, which is an important
Firstly, under the quasi-static condition, the influence of tooth profile modification parameters on meshing stiffness and load distribution coefficient between
ISIGHT software is a multi-disciplinary optimization software which integrates industrial optimization design and automatic analysis and calculation, which is introduced
The relationship between dynamic load of gear drive system and modification parameters is very complex. When two or more modification
The modification quantity is 0.22mm and the length is 2.8mm. The modification types are linear modification, parabolic modification and conic
In the research of tooth profile modification, the influence of tooth profile modification on the strength of gear teeth is
With parabolic modification, the dynamic load coefficient changes with the modification amount under different modification lengths as shown in the
Linear modification is adopted, and the value range of modification amount is [0, 0.05mm], and the value interval is 0.002mm.
Linear modification is adopted with the modification quantity of 0.022m m and the length of 2.8m M. Fixed torque of
Linear shape modification is adopted with the amount of 0.022mm. The value range of the length of the modification is
Linear shape modification is adopted with the length of 2.8mm and the value range of modification is [0.01mm, 0.09mm]. The
In the research of profile modification based on static characteristics, the selection criteria of profile modification length mostly adopt the
The time history of each variable can be obtained directly by numerical integration. The response type of the system can
There may be four kinds of motion forms in gear transmission non-linear system: periodic motion, double periodic motion, quasi-periodic motion
Under no-load condition, gear has two-sided impact phenomena and frequently falls out of teeth. Maximum dynamic meshing force and root
Vibration characteristics of two-stage fixed-shaft gear drive system and single-stage planetary gear drive system were tested, and the correctness of
The bearings and gears are simplified as concentrated mass points and the rolling bearings are simplified as isotropic elastic supports.A
1.The cut-off frequency of low-pass filtering for strain test data is 3kHz of sampling frequency of dynamic strain gauge. 2.As
According to the test results of torsional shear strain of drive shaft, the torsional shear stress is calculated by formula
The transverse displacement test principle of the drive shaft is shown in the figure.O-point is the center position of the
According to the test results of transverse vibration displacement of transmission, the displacement of axle in test direction is calculated
For acceleration, the main reasons for errors between simulation results and test results are as follows: 1.The parameters such as
Torsional angular acceleration of gears 1 and 4 can be obtained by substituting acceleration test results of each gear into
1.The acceleration test signal is filtered with low-pass filter whose cut-off frequency is 10kHz, the highest response frequency of the
If there is tooth profile modification, the dynamic boundary condition of the modification area should be added on the basis
In order to obtain the dynamic engagement stiffness in the process of gear transmission, besides determining the engagement positions, the
Abroad, it is first pointed out that the load of the gear changes in a stepped manner. This method can
The experimental research shows that the gear transmission system shows obvious non-linear vibration characteristics, and the traditional linear model can
The engagement position of individual gear teeth during gear transmission can be determined by analysis.In order to ensure the continuity
The engagement stiffness of the gear pair is calculated by applying the rotating speed of 2000r / min on the
Most gear dynamic models assume that the meshing force is evenly distributed along the tooth width direction, but during actual
Gear modification is a key technology to reduce vibration, noise and improve reliability of gear transmission system.Since the tooth profile
The engagement state of the tooth surface can be determined by the formula at any time during the transmission process.From
It can be seen from the analysis that the dynamic boundary conditions α B (T) and the dynamic boundary conditions
The three-dimensional solid model of involute spur gear drive is shown in the figure, and the following assumptions are used
During gear transmission, changes in center distance cause changes in the direction of the engagement line, resulting in the actual
According to the method used in establishing dynamic model, the dynamic model of gear transmission system can be divided into
The experimental study on gear transmission system can repeat the same test condition several times, thus helping researchers to find
For involute spur fixed-shaft gear drive and planetary gear drive respectively, a nonlinear dynamic model of yaw-torsion coupling was established
In fact, the engagement parameters such as engagement angle, clearance and time-varying rigidity of gears are affected to some extent
For involute spur gear drive and planetary gear drive, the yaw-torsion coupling non-linear dynamic model including the dynamic changes of
(1) Nonlinear dynamic model of yaw-torsion coupling of involute spur gear drive For involute spur fixed-shaft gear drive and planetary
Nonlinear factors such as backlash and time-varying meshing stiffness inevitably exist in gear meshing process, which belongs to the research
Before 1950s, gear dynamics was based on impact theory, and meshing impact was used as the basis to describe and
The figure shows the distribution cloud of the tooth surface contact temperature on the lubricant viscosity and the tooth side
The figure shows the distribution cloud of the tooth contact temperature in the clearance plane between the torque and the
The figure shows torque T=10 N_m for four different lubrication states and oil viscosity 0=0.033At Pa_s, the distribution cloud of
The figure shows a cloud diagram of the temperature change of the tooth contact in the plane of the rotational
The figure shows the backlash Jn=0 mm and the lubricant viscosity 0=under 4 different lubrication conditions.0.033At Pa_s, a cloud diagram
The figure shows the backlash Jn=0 mm and the lubricant viscosity 0=under 4 different lubrication conditions.0.033At Pa_s, a cloud diagram