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Re: Double integration
Posted:
Dec 4, 2011 11:29 PM


"Marcio Barbalho" <marciobarbalho@live.com> wrote in message news:jbbd71$af$1@newscl01ah.mathworks.com... > "Roger Stafford" wrote >>          >> It is my guess that you will never find a double integral solution to >> this particular problem of yours unless you do things numerically at some >> stage. I also doubt that Mupad or Maple will try experimenting with a >> polar coordinate change that could simplify the inner integral. What >> have you got against numerical methods, Marcio? >> >> Roger Stafford > > I have absobloodylutely nothing against numerial integration. In > actuality, I love numerical methods, of course, that does not mean I am an > expert. I am just a junior engineer who loves maths and eventually find it > interesting to play with calculus on rainy weekends. > > Alright... my question is... how do I solve the inner integral numerically > if the upper limit is not a number but an expression?
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