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Page Name: FINITE ELEMENT ANALYSIS OF A GEAR TOOTH USING ANSYS AND STRESS REDUCTION BY STRESS RE


Posted by: academic expert
Created at: Wednesday 06th of April 2011 12:58:48 AM
Last Edited Or Replied at :Wednesday 06th of April 2011 12:58:48 AM
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 /* and radius = 4, the parametric equations will be:
 /* r = 4
 /* theta = t * 360
 /* z = 0
 /*-------------------------------------------------------------------
 N o t=17
 P angle=20
 M =8
 x=.15
 O d=128
 R d=92
 P cd=not*m
 B cd=p cd*cos(p angle)
 R base=b cd/2
 T t=(((3.141592654)*m)/2)+(2*m*x*tan ( pangle ))
 K =b cd*((tt/ pcd)+((tan(pangle)-((pangle*(3.141592654)))/180)))
 Gamma =(((bcd*(3.141592654))-(not*k))/(not*2))*(360/(bcd*(3.141592654)))
 R =r base/(cos(t*40))
 Inv =tan(t*40..................==> [ Click Here to Read More ]



Page Name: DYNAMIC ANALYSIS OF HELICAL GEAR BY PHOTOELASTICITY PPT


Posted by: engineering project helper
Created at: Tuesday 20th of November 2012 01:33:23 AM
Last Edited Or Replied at :Tuesday 20th of November 2012 01:33:23 AM
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DYNAMIC ANALYSIS OF HELICAL GEAR BY PHOTOELASTICITY



INTRODUCTION

GEARS


A gear is a component within a transmission system that transmits rotational force to another gear or device with constant velocity ratio . It is used in nearly all applications where power transfer is required such as Automobiles,Industrial Equipments,etc.
It has been seen that while transmission of force the failure of gear takes place due to stress concentration and bending stresses at tooth root of gear. In order to avoid failure of ge..................==> [ Click Here to Read More ]



Page Name: FINITE ELEMENT ANALYSIS OF A GEAR TOOTH USING ANSYS AND STRESS REDUCTION BY STRESS RE


Posted by: academic expert
Created at: Wednesday 06th of April 2011 12:58:48 AM
Last Edited Or Replied at :Wednesday 06th of April 2011 12:58:48 AM
which element should be choosen for gears in ansys, gear analysis using ansys , ansys gear ppt, gear analysis in ansys , design and analysis of spur gear, fea analysis of gear contact , finite element analysis using ansys, spur gear , mechanical seminar topics on finite element analysis ansys, ansys gear analysis , analysis of gear in ansys, seminar topics on finite element method , ansys worm gear analysis, finite element analysis of gears , analysis project using ansys software, ppt on bevel gear failure analysis , finite element analysis project ppt, load analysis of gear tooth using ansys , mechanical seminar ansys, stress analysis using ansys on gears , gears ansys,
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e teeth of the bevel are inclined at an angle to the face of the bevel , they are known as Spiral or helical bevels.
 ZEROL BEVEL GEARS: Spiral bevel gears with curved teeth but with a zero degree spiral angle are known as Zerol bevel gears
WORM GEAR
 Worm gear is a special case of a spiral gear
 In which the larger wheel, usually, has a hallow or concave shape such that a portion of the pitch diameter of the other gear is enveloped on it.
 The smaller of the two wheel is called the worm which also has a large spiral angle
ADVANTAGES:
 Provide Positive..................==> [ Click Here to Read More ]



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