微波EDA网,见证研发工程师的成长!
首页 > 研发问答 > 微波和射频技术 > 天线设计和射频技术 > integration of bessel function of zero order

integration of bessel function of zero order

时间:04-08 整理:3721RD 点击:
how can i find the value of integration of Jo(18 sin theta) limit is 0 to pi and Jo is bessel function of zero kind

I calculated it by using Mathematica.

1/120*pi^2 integration 0 to pie [(sin(1.2420*10^7)*costheta)/cos[theta]^2
J0(k0L sin θ)sin3 dtheta
Jo is bessel function for zero order

plz plz plz find the answer of this for me i will be very thank ful to you

I can't get the above at all.

Write correctly with using (), [] and *.
What is "k0L" ?

1/120*pi^2 integration 0 to pie [(sin(1.2420*10^7)*cos theta)/cos[theta]^2
J0(18.9752 sin[ θ]sin^3 d theta

can u plz send me your email add i will send you the equation there bcoz i m not able to write the correct equation here

Still your equation is not completed at all.

At least, "1/120*pi^2 integration" is correctly "1/(120*pi^2)*Integration", isn't it ?

Confirm [] and ().
Never omit *.

Again use (), [] and * correctly.


I don't think so.
I can describe any equation correctly.

Don't use unfamiliar abbreviations such as "u", "plz", "add" and "bcoz".

sorry dear for using unfamiliar language.well "u" means you "plz" means please

and i will write the equation correctly by tomorrow pplease check it again

Copyright © 2017-2020 微波EDA网 版权所有

网站地图

Top