Clik here to view.
Mathcad 15 tutorials (both PDF and Videos)
Dear Sir, kindly give me tutorial for Mathcad 15 and creo2.0 integration.
View ArticleModel regeneration by using macros
Dear All, Currently i am working on parametric modelling by using excel. But every time i had regenerate the model & update the analysis in model file wheneve i change the value in excel file.I...
View ArticleClik here to view.
Re: Partial Derivatives in Mathcad prime
We have in Mathcad 15 a symbol and an operator of the partion derivation.We have in Prime only an operator of the partion derivation.We can do so in Prime and in Mathcad 15:
View ArticleRe: FRC Bag-nTag has come and gone, is your team ready for competition?
4143, MARS/WARS from Metamora, IL. We're a 3rd year team. Almost entirely done in the school. The students are blessed wtih a vo-tech area with CNC mills and conventional lathes. The students and...
View ArticleRe: Fitting a function to Data
I don't see anything you have tried! What do you mean with "all my attempts have failed"? Didn't it work and you got an error message or was the fit not good enough in your opinion (then: what did you...
View ArticleRe: Fitting a function to Data
Werner, Sorry for the bad explanation. I did try various polynomial curve fit with various degrees 6 through 10 but with no luck i.e. the goodness of fit is bad as it doesn't fit the shape of the curve...
View ArticleScatter Points with varied color for each point in 3D plot
Hi Smart you, I ploted 10 scatter points in a 3D scatter plot. The data for 100 points is like this:step x y z 1 x1 y1 z12 x2 y2 z2... 10...
View ArticleClik here to view.
Re: Fitting a function to Data
I also tried a polynomial fit and also a fit with two gaussians which both look very similar and good if the goal is a smooth curve. Ofcourse they are far away from those ouliers(if they are?) and I...
View ArticleRe: Scatter Points with varied color for each point in 3D plot
What you demand unfortunately is not available in Mathcads plot. There are two workarounds which come to mind, none of hem being perfect. 1) In the plot format menu you can chose tab Appearence and...
View ArticleRe: Partial Derivatives in Mathcad prime
Thank you very much for the reply. Yes, i can understand it now. But when I initially looked at (f') function, it says 'returns the firtst variable of single variable function', i was caught up with...
View ArticleRe: Unexpected symbolic result
Joseph Stavitsky wrote: I cannot seem to reproduce the issue, but I recently had the symbolic solver return something like (10x^5)(y^3)(xy) for (5x^3)(y^2)(2x^2)(y^2). In other words, it was simplified...
View ArticleRe: Fitting a function to Data
Thanks for the tutorial. I will ask Product Management if the stripping of the units is intentional or an oversight in regression. Thanks
View ArticleRe: Fitting a function to Data
John T. Sheehan wrote: Thanks for the tutorial. I will ask Product Management if the stripping of the units is intentional or an oversight in regression. ThanksI could image that the problem is -...
View ArticleRe: Mathcad 15 tutorials (both PDF and Videos)
Hi, Please check the following videos:1. "Creo Parametric and Mathcad Prime 1.0 Integration (Transmission Shaft)": http://communities.ptc.com/videos/45022. "Creo Parametric 2.0 integration with...
View ArticleClik here to view.
Imaginary Exponent : (x^1i)^1i
Hello, Everyone. Thanks in advance for your time and help. Best Regards.
View ArticleClik here to view.
Re: Imaginary Exponent : (x^1i)^1i
Is this any help? What motivates these questions of yours? Alan
View ArticleClik here to view.
Re: Imaginary Exponent : (x^1i)^1i
And a related question : Thanks in advance for your time and help. Best Regards.
View ArticleRe: Imaginary Exponent : (x^1i)^1i
Which (x^i)^i are you asking for - we have an infinite number of them - see my other post.But for every of those hyperbolas is the answer the same - obviously Min and Max are +/- infinity
View ArticleClik here to view.
Re: Imaginary Exponent : (x^1i)^1i
Hmmm, this not only assumes that x is real but its also only one out of an infinite number of "solutions" for (x^i)^i.In the complex domain we run into ambiguities quite often and easy and rules for...
View Article