View source for 18574929. METHOD FOR ESTIMATING FLANGE DISPLACEMENT AMOUNT IN ROTARY MACHINE, PROGRAM FOR EXECUTING THE METHOD, AND DEVICE FOR PERFORMING THE METHOD simplified abstract (MITSUBISHI HEAVY INDUSTRIES, LTD.)

=METHOD FOR ESTIMATING FLANGE DISPLACEMENT AMOUNT IN ROTARY MACHINE, PROGRAM FOR EXECUTING THE METHOD, AND DEVICE FOR PERFORMING THE METHOD=


==Organization Name==

[[:Category:MITSUBISHI HEAVY INDUSTRIES, LTD.|MITSUBISHI HEAVY INDUSTRIES, LTD.]]


[[Category:MITSUBISHI HEAVY INDUSTRIES, LTD.]]

==Inventor(s)==

[[:Category:Satoshi Kumagai of Tokyo (JP)|Satoshi Kumagai of Tokyo (JP)]][[Category:Satoshi Kumagai of Tokyo (JP)]]

[[:Category:Shunsuke Mizumi of Tokyo (JP)|Shunsuke Mizumi of Tokyo (JP)]][[Category:Shunsuke Mizumi of Tokyo (JP)]]

[[:Category:Koji Ishibashi of Tokyo (JP)|Koji Ishibashi of Tokyo (JP)]][[Category:Koji Ishibashi of Tokyo (JP)]]

==METHOD FOR ESTIMATING FLANGE DISPLACEMENT AMOUNT IN ROTARY MACHINE, PROGRAM FOR EXECUTING THE METHOD, AND DEVICE FOR PERFORMING THE METHOD - A simplified explanation of the abstract==


This abstract first appeared for US patent application 18574929 titled 'METHOD FOR ESTIMATING FLANGE DISPLACEMENT AMOUNT IN ROTARY MACHINE, PROGRAM FOR EXECUTING THE METHOD, AND DEVICE FOR PERFORMING THE METHOD

'''Simplified Explanation:'''
The patent application describes a method for estimating the displacement amount of a flange by determining coordinate data at various positions on the flange surfaces and then adjusting the data to align certain positions with each other.

* Effective three-dimensional coordinate data is determined at lower and upper positions on surfaces continuous with the flange surfaces.
* The data at the lower and upper first positions are adjusted to be coincident with each other.
* A target contact position is calculated as the midpoint between the lower and upper target midpoint positions.

'''Key Features and Innovation:'''
* Estimation of flange displacement amount through coordinate data analysis.
* Alignment of lower and upper positions for accurate measurement.
* Calculation of target contact position for further analysis.

'''Potential Applications:'''
This technology can be applied in industries where precise measurements of flange displacement are required, such as in construction, engineering, and manufacturing.

'''Problems Solved:'''
This technology addresses the challenge of accurately estimating flange displacement amounts, which is crucial for ensuring structural integrity and safety in various applications.

'''Benefits:'''
* Improved accuracy in estimating flange displacement.
* Enhanced structural integrity and safety in applications.
* Streamlined measurement process for efficiency.

'''Commercial Applications:'''
The technology can be utilized in industries such as construction, engineering, and manufacturing for precise measurement of flange displacement, leading to improved safety and structural integrity in various projects.

'''Questions about Flange Displacement Estimation:'''
1. How does this technology improve the accuracy of estimating flange displacement amounts?
2. What are the potential applications of this method in different industries?

'''Frequently Updated Research:'''
There may be ongoing research in the field of structural engineering and measurement techniques that could further enhance the accuracy and efficiency of estimating flange displacement amounts.


==Original Abstract Submitted==

In a method for estimating a flange displacement amount, effective three-dimensional coordinate data at a lower first position on a surface continuous with a lower flange surface of a first supported portion, a lower target midpoint position on the lower flange surface, an upper first position that is coincident with the lower first position in the horizontal direction on a surface continuous with an upper flange surface, and an upper target midpoint position on the upper flange surface are determined. The effective three-dimensional coordinate data at the respective positions are changed such that the effective three-dimensional coordinate data at the lower first position and the effective three-dimensional coordinate data at the upper first position are coincident with each other. A midpoint position in the vertical direction between the lower target midpoint position and the upper target midpoint position after the coordinate change is used as a target contact position.



[[Category:F01D25/24]]
[[Category:G01B21/04]]
[[Category:CPC_F01D25/243]]