It seems that a theoretical and accurate method of making a screw surface of a board has not been known yet. Considering the property of an involute helicoid, the author has derived the theory on how to make a screw surface of a board, and succeeded in making a very accurate one by using this theory. This method has many advantageous points in comparison with some other methods which are known as for a work shop. Furthermore, the author thinks that this is only method of making an accurate screw surface of a board, since it is impossible theoretically to make that of a triangular thread and the like, of a board.Article信州大学工学部紀要 22: 1-12 (1967)departmental bulletin pape
The helical surface with circular profile is a special case of the torus-derivative surface, which i...
Screws are known as simple machine.Screw is important component especially in assembly process.S...
One of the six ancient machines, the screw, which is an inclined plane wrapped around a cylinder, ha...
It seems that a theoretical and accurate method of making a screw surface of a board has not been kn...
The derivation of geometrical parameters of the screw surfaces will be illustrated with the exact ma...
In technology, a common helical surface is a right closed helicoid (auger). It is formed by a helica...
As helical surfaces, in their many and varied forms, are finding more and more applications in engin...
The side relief faces of the monolithic involute gear hob are machined through relieving. The result...
Characteristics of torques for driving screws into particleboards were investigated in this study. F...
This paper has proposed improving the methods of circular and screw conversion, to be used in the de...
AbstractOur purpose is to derive equations for variable pitch helix and helicoids, based on screw ma...
The derivation of geometrical parameters of the screw surfaces will be illustrated with the exact ma...
The paper provides an overview of five types of ruled helical surfaces which can be used for helical...
The paper presents an algorithm for profiling the hob tool designed to generate by plastic deformati...
There are many workbenches where the wooden screw in the vise is out of order after many years of us...
The helical surface with circular profile is a special case of the torus-derivative surface, which i...
Screws are known as simple machine.Screw is important component especially in assembly process.S...
One of the six ancient machines, the screw, which is an inclined plane wrapped around a cylinder, ha...
It seems that a theoretical and accurate method of making a screw surface of a board has not been kn...
The derivation of geometrical parameters of the screw surfaces will be illustrated with the exact ma...
In technology, a common helical surface is a right closed helicoid (auger). It is formed by a helica...
As helical surfaces, in their many and varied forms, are finding more and more applications in engin...
The side relief faces of the monolithic involute gear hob are machined through relieving. The result...
Characteristics of torques for driving screws into particleboards were investigated in this study. F...
This paper has proposed improving the methods of circular and screw conversion, to be used in the de...
AbstractOur purpose is to derive equations for variable pitch helix and helicoids, based on screw ma...
The derivation of geometrical parameters of the screw surfaces will be illustrated with the exact ma...
The paper provides an overview of five types of ruled helical surfaces which can be used for helical...
The paper presents an algorithm for profiling the hob tool designed to generate by plastic deformati...
There are many workbenches where the wooden screw in the vise is out of order after many years of us...
The helical surface with circular profile is a special case of the torus-derivative surface, which i...
Screws are known as simple machine.Screw is important component especially in assembly process.S...
One of the six ancient machines, the screw, which is an inclined plane wrapped around a cylinder, ha...