seahuston
Mechanical
- Jan 9, 2013
- 6
Hi All,
New to the forum and hoping I might be able to get some assistance. I work for a manufacturing company and we have just started large scale production of engine turbine blades. To meet the needs of our customers we are working on developing our own inspection and report generation software. I am tasked with most of this and am looking for help with the definition of leading edge and trailing edge points.
I am currently working with point curves generated from the 2D section profile (X,Y) of the blade. This section is, of course, an airfoil. In order to determine parameters such as chord length I need to determine the leading edge and trailing edge points. The only way I know how these are defined is from the mean camber line (MCL).
Method for MCL Determination:
Construct a MCL for my data using a modified voronoi approach to inscribed circles. This works until approximately 1 radius away from the edge.
Extrapolate a straight line from end point, find normals along the line and make sure the points are half the normal.
Fit new points to a polynomal, and contstruct normals. Make sure points are located halfway along the normal.
Iterate last step until convergence.
This method works reasonably well but my chord length still has error on the order of .005". I really need to be able to obtain values in the .0002" range of accuracy.
I am wondering if anyone here has experience with MCL or LE/TE point determination for an arbitrary airfoil. If not, perhaps you might able to assist with alternate MCL definitions to play with?
Thank YOU!
New to the forum and hoping I might be able to get some assistance. I work for a manufacturing company and we have just started large scale production of engine turbine blades. To meet the needs of our customers we are working on developing our own inspection and report generation software. I am tasked with most of this and am looking for help with the definition of leading edge and trailing edge points.
I am currently working with point curves generated from the 2D section profile (X,Y) of the blade. This section is, of course, an airfoil. In order to determine parameters such as chord length I need to determine the leading edge and trailing edge points. The only way I know how these are defined is from the mean camber line (MCL).
Method for MCL Determination:
Construct a MCL for my data using a modified voronoi approach to inscribed circles. This works until approximately 1 radius away from the edge.
Extrapolate a straight line from end point, find normals along the line and make sure the points are half the normal.
Fit new points to a polynomal, and contstruct normals. Make sure points are located halfway along the normal.
Iterate last step until convergence.
This method works reasonably well but my chord length still has error on the order of .005". I really need to be able to obtain values in the .0002" range of accuracy.
I am wondering if anyone here has experience with MCL or LE/TE point determination for an arbitrary airfoil. If not, perhaps you might able to assist with alternate MCL definitions to play with?
Thank YOU!