pvd Posted April 14, 2009 Posted April 14, 2009 Hi all, Can anybody tell me how I can put an involution or a square root in an expression? Thanks in advance! Quote
JD Mather Posted April 14, 2009 Posted April 14, 2009 Can you attach what you have so far and also indicate here the exact (including units) expression you are trying to use? Quote
pvd Posted April 14, 2009 Author Posted April 14, 2009 It's an expression with dimensions i used before (d10 and d11, both in mm) but I don't think that's a problem right? The result should be in mm as I'm talking about a length: (1-d10² ul/d11² ul)^0.5 * d11 Quote
JD Mather Posted April 14, 2009 Posted April 14, 2009 Your expression doesn't make sense. Not handling units correctly. Can you zip and attach the ipt here? Quote
shift1313 Posted April 14, 2009 Posted April 14, 2009 unless d10^2 is less than 1 you have the square root of a negative number which is an invalid expression. what is this equation giving you? An involution is a function that is its own inverse. When you talk about inverse and square functions you need a specific domain. what are you working with here? Quote
JD Mather Posted April 14, 2009 Posted April 14, 2009 (d10 in mm) d10² ul Lets look at a small part of the equation. You can't simply assign units. If d10=1mm then d10^2 = 1mm^2 therefore 1mm^2 ul does not make sense. You would need to multiply this by a factor to remove the mm^2 units. (1/1mm^2) Quote
pvd Posted April 18, 2009 Author Posted April 18, 2009 Ok guys, back again: I attached the ipt hoping to be more clear now. It's about an ellipse: large axis 200 (d0), small axis 60 (d1). I would like to find the focal points on this ellipse by putting an expression for d2 The expression should be: (forgive me if I'm wrong, it's the theory that counts, right?) (1 - 60^2/200^2)^0.5 * 200 or (1 - d1^2/d0^2)^0.5 * d0 am I going wrong on the brackets or is it the units, don't know... thanks again all JD mather.zip Quote
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