Hi,
I need to estimate the mean vessel diameter of some tortuous tumor vessels from vessel sections that do not look elliptical at all. I did this in several ways: the smaller side of the bounding rectangle the diameter of the inscribed circle centered at the centroid the breadth perpendicular to the feret diameter minor axis of the best fitting ellipse By the way, how does ImageJ fit the ellipse? Inscribed ellipse, enclosing ellipse, ellipse with the same surface, having the feret of the structure as major axis? What is the algorithm for this fit? All methods result in different values. Does anyone know which is the most appropriate method to determine the vessel diameter? Do you know any references discussing advantages and disadvantages of every method? Adriana Perles |
Hi,
What is the reason behind finding the "diameter" of an irregularly shaped region? The method you need depends on your answer. Thinking as a physicist and engineer: Is it to derive the cross section area, or to determine the perimeter? Both impact the amount of blood flow to the tumor in opposite directions. Measuring the area and perimeter of an irregular enclosed region are better defined. Then you can derive what the diameter would be from either of these measures. I.e : What is the diameter of a circle with the same area? What is the diameter of a circle with the same perimeter? Of course these give 2 different answers. The difference is a measure of the circularity is the region. -- Harry Parker Senior Systems Engineer Digital Imaging Systems, Inc. ----- Original Message ---- From: Teodora-Adriana Barbacaru <[hidden email]> To: [hidden email] Sent: Wednesday, April 4, 2007 6:59:28 AM Subject: vessel diameter Hi, I need to estimate the mean vessel diameter of some tortuous tumor vessels from vessel sections that do not look elliptical at all. I did this in several ways: the smaller side of the bounding rectangle the diameter of the inscribed circle centered at the centroid the breadth perpendicular to the feret diameter minor axis of the best fitting ellipse By the way, how does ImageJ fit the ellipse? Inscribed ellipse, enclosing ellipse, ellipse with the same surface, having the feret of the structure as major axis? What is the algorithm for this fit? All methods result in different values. Does anyone know which is the most appropriate method to determine the vessel diameter? Do you know any references discussing advantages and disadvantages of every method? Adriana Perles ____________________________________________________________________________________ Food fight? Enjoy some healthy debate in the Yahoo! Answers Food & Drink Q&A. http://answers.yahoo.com/dir/?link=list&sid=396545367 |
In reply to this post by Teodora-Adriana Barbacaru
Dear Adriana,
this is quite common problem. You can also try another stereological quantity: "objects per unit length" (in your cases vessel wall). you project serial parallel test lines with a random orientation (of the first one) and then you count the number of hits with the vessel walls. the you divide this to the total length of the test lines in the image In this way you avoid the whole discussion of sizes and the relevance of the elliptical fits. best D Prodanov |
In reply to this post by Teodora-Adriana Barbacaru
Adriana,
If what you have is a stack, then use Kai's Volume Viewer plugin to rotate it in the 3D space until you see one section of the tube as transversal as possible, then push 'save image' and measure such diameter in the opened snapshot image. http://rsb.info.nih.gov/ij/plugins/volume-viewer.html Albert |
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