Pages that link to "Item:Q1858499"
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The following pages link to Direct gear tooth contact analysis for hypoid bevel gears (Q1858499):
Displaying 25 items.
- Envelope-approximation theory of manufacture technology for point-contact tooth surface on six-axis CNC hypoid generator (Q553613) (← links)
- Fast unconditionally stable 2-D analysis of non-conjugate gear contacts using an explicit formulation of the meshing equations (Q553631) (← links)
- Prediction of mechanical gear mesh efficiency of hypoid gear pairs (Q612673) (← links)
- Geometric contact pattern estimation for gear drives (Q649387) (← links)
- The modified pitch cone design of the hypoid gear: Manufacture, stress analysis and experimental tests (Q865729) (← links)
- Algorithms for analysis of meshing and contact of spiral bevel gears (Q865739) (← links)
- Computer simulation of tooth contact analysis of mismatched spiral bevel gears (Q869358) (← links)
- Mathematical model for tooth surfaces representation of face-hobbed hypoid gears and its application to contact analysis and stress calculation (Q883318) (← links)
- Direct analytical solution of a modified form of the meshing equations in two dimensions for non-conjugate gear contact (Q949997) (← links)
- A twist exponential approach to gear generation with general spatial motions (Q1005037) (← links)
- Influence of machine tool setting parameters on EHD lubrication in hypoid gears (Q1016971) (← links)
- A load distribution model for hypoid gears using ease-off topography and shell theory (Q1032236) (← links)
- Computer-aided manufacturing of spiral bevel and hypoid gears with minimum surface-deviation. (Q1301009) (← links)
- Establishing gear tool surface geometry and normal deviation. II: Bevel gears. (Q1301040) (← links)
- Limitation of gear tooth surfaces by envelopes to contact lines and edge of regression. (Q1301128) (← links)
- A mathematical model for the tooth geometry of hypoid gears (Q1324294) (← links)
- Contact characteristics of beveloid gears (Q1603981) (← links)
- The influence of misalignments on mesh performances of hypoid gears (Q1854934) (← links)
- Analysis of contact part of error tooth surface and dynamic performance prediction for involute gear (Q1992957) (← links)
- Semi-FEM dynamic meshing impact forecasting model for spiral bevel and hypoid gear transmission (Q2109789) (← links)
- Computerized developments in design, generation, simulation of meshing, and stress analysis of gear drives (Q2432418) (← links)
- Modified approach for tooth contact analysis of gear drives and automatic determination of guess values (Q2495600) (← links)
- On the generation of conjugate flanks for arbitrary gear geometries (Q3654701) (← links)
- Direct analytical solution of the inverse gear tooth contact analysis problem (Q4908301) (← links)
- A computationally robust solution to the contact problem of two rotating gear surfaces in space (Q6145112) (← links)
