All Courses
All Courses
Courses by Software
Courses by Semester
Courses by Domain
Tool-focused Courses
Machine learning
POPULAR COURSES
Success Stories
Aim:- Motion Study Analysis of Epicyclic/Planetary Gears using Solidworks Objective:- To design a carrier for an assembly of sun and planetary gears. To study motion analysis for 3 cases that are: Study1- Input of 200RPM to the Sun gear and study output at the Carrier keeping the Ring gear fixed. Study2- Input of…
Mohit Sachdeva
updated on 08 Jun 2020
Aim:- Motion Study Analysis of Epicyclic/Planetary Gears using Solidworks
Objective:-
Introduction:-
An epicyclic gear train (also known as planetary gear) consists of two gears mounted so that the center of one gear revolves around the center of the other. A carrier connects the centers of the two gears and rotates to carry one gear, called the planet gear or planet pinion, around the other, called the sun gear or sun wheel. The planet and sun gears mesh so that their pitch circles roll without slip. A point on the pitch circle of the planet gear traces an epicycloid curve. In this simplified case, the sun gear is fixed and the planetary gear(s) roll around the sun gear.
Advantages of a planetary gear system
The planetary gear system has lots of advantages as compared to traditional gearboxes which are given below:
Disadvantages of a planetary gear system
There are several disadvantages of the planetary gear system also as mentioned below:
1. The cost of a planetary gear system is high as compared to a traditional gearbox.
2. Designing and manufacturing of planetary gear system are quite complex.
3. Constant lubrication is required.
4. The epicyclic gear system has high bearing loads.
Applications of Epicyclic Gears
The applications of the Epicyclic Gear train are as follows:
Data Required for Designing:-
Given data:
Module of Ring gear = 2.5(Metric system)
Number of teeth of Ring gear = 46
Number of teeth of Sun gear = 14
Input speed of the gear = 200RPM
Number of Planet gears = 4
Note:- We have not used Gear Mates in assembly.
Calculations:
Pitch circle diameter (PCD) = Number of teeth * Module
PCD ring gear = 46*2.5 = 115mm
PCD sun gear = 14*2.5 = 35mm
To calculate PCD of planet gear, we need number of teeth which can be obtained as given below:
Number of teeth(Ring gear) = 2*Number of teeth(Planet) + Number of teeth(Sun)
Therefore, 46 = 2P + 14 >> 2P =32
P = 16, Hence, Number of teeth for Planetary gear is 16
PCD planet gear = 16*2.5 = 40mm
3D Models and 2D Drawings:-
Carrier: It will hold the sun and planet gears in position and restrict them from falling.
Sun Gear: It is located at the center of the Gearbox and was in mesh with the Planet Gears. More than one sun gear is also attached to achieve different outputs.
Planet Gear: The Planet Gears can rotate around their axis and also under the axis of the Sun Gear and Ring Gear. The Planet Gears are under constant mesh with Sun Gear and the Ring Gear for transmitting the torque.
Ring Gear: It is the outermost Gear which was in the form of a ring whose inner side has angular cut teeth such that they will be in mesh with the outer teeth of the planet gears. When the Ring Gear is under motion, it will achieve higher speeds than others.
Assembly:
Motion Analysis:-
Study 1- Input of 200RPM to the Sun gear and study output at the Carrier keeping the Ring gear fixed.
In this case, the Planet gear should have to “Spin as well as Turn“, because it is in contact with the sun and the ring gear but the ring gear is stationary. As the carrier is attached to the planet gear, it will turn along with the planet gears. Thereby, we can get a lesser speed.
The speed of the Planetary Gearbox is calculated by the below formula i.e.
V = (radius) of Sun Gear * ω(angular velocity)
Observations:
Plots/Graphs:-
Angular velocity of carrier ranges between 27.3 deg/sec to 28.7 deg/sec.
Simulation:-
Study 2- Input of 200RPM to the Ring gear and study output at the Carrier keeping the Sun gear fixed.
This is the opposite case as of the previous one. In this case, the planetary gear reverses its direction to satisfy the condition of speeds.
The speed at the contact of the planet and ring gear will be higher than the speed at the contact of the planet and the sun gear (compared to the previous case). This is because the radius of the Ring gear is larger than the radius of the Sun gear.
This will make the Planet gear "Spin and Turn" at a higher speed and this will make the Planet Carrier rotate at a higher speed.
Observations:
Plots/Graphs:-
Angular velocity of carrier ranges between 903 deg/sec to 935 deg/sec which is quite greater than the study1.
Simulation:-
Study 3- Input of 200RPM to the Sun gear and study output at the Ring gear keeping the Carrier fixed.
In this case, the planet gears are not allowed to turn, but they can spin and this spin will be opposite to the rotation of the Sun gear.
The Spinning Planet Gear will make the Ring Gear rotate in the opposite direction I.e. the direction of rotation of the Ring Gear will be opposite to that of Sun Gear. Thus we will get the reverse gear in this case.
Observations:
Plots/Graphs:-
Angular velocity of Ring gear ranges between 358 deg/sec to 381 deg/sec.
Simulation:-
Conclusion:-
In study 2, the Angular velocity of carrier ranges between 903 deg/sec to 935 deg/sec which is quite greater than the study1.
Link to the google drive - https://drive.google.com/drive/folders/1aVCIvFyR2C75k6MD0qao6Nt-sf-K3B8S?usp=sharing
Reference:-
Leave a comment
Thanks for choosing to leave a comment. Please keep in mind that all the comments are moderated as per our comment policy, and your email will not be published for privacy reasons. Please leave a personal & meaningful conversation.
Other comments...
To Study Motion Analysis of Piston Assembly in Solidworks
Aim:- To Study Motion Analysis of Piston Assembly in Solidworks Objective:- To create 3D models of different components of the piston assembly. To run motion study analysis for the following cases - S. No. Wrist Pin Offset Crank Speed (Rpm) Clockwise 1. "0" mm 2000 2. 10 mm Positive 2000 3. 10 mm Negative 2000 …
09 Jul 2020 11:19 AM IST
Frequency analysis of a rotating shaft using FEA in Solidworks
Aim:- Frequency analysis of a rotating shaft using FEA in Solidworks Objective:- Create the model as per the assumed dimensions. Find out 5 mode shapes and list the resonant frequencies. Introduction:- Every structure has the tendency to vibrate at certain frequencies, called natural or resonant frequencies.…
08 Jul 2020 05:47 PM IST
Static Analysis on a Plate with Holes using FEA in Solidworks
Aim:- Static Analysis on a Plate with Holes using FEA in Solidworks Objective:- To perform a static analysis on two models of a plate with holes To run the analysis and compare the results for stress, strain, and displacement Introduction:- The finite element method (FEM) is the most widely…
08 Jul 2020 02:29 PM IST
Buckling Analysis of a Cyclonic Separator Stand to Find the Optimum Position of the Stiffener using FEA
Aim:- Buckling Analysis of a Cyclonic Separator Stand to Find the Optimum Position of the Stiffener using FEA Objective:- Create a metallic stiffener on the legs of the stand and run the analysis to find out the change in the buckling factor of safety. To run a design study and find the optimum position for…
07 Jul 2020 03:53 PM IST
Related Courses
0 Hours of Content
Skill-Lync offers industry relevant advanced engineering courses for engineering students by partnering with industry experts.
© 2025 Skill-Lync Inc. All Rights Reserved.