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PillboxExplorerTM.html
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PillboxExplorerTM.html
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<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
<html><head><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="X-UA-Compatible" content="IE=edge,IE=9,chrome=1"><meta name="generator" content="MATLAB 2021a"><title>Pill-box explorer for TM modes(Section 5.1)</title><style type="text/css">.rtcContent { padding: 30px; } .S0 { margin: 2px 10px 9px 4px; padding: 0px; line-height: 21px; min-height: 0px; white-space: pre-wrap; color: rgb(0, 0, 0); font-family: Helvetica, Arial, sans-serif; font-style: normal; font-size: 14px; font-weight: normal; text-align: left; }
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.S7 { border-left: 1px solid rgb(233, 233, 233); border-right: 1px solid rgb(233, 233, 233); border-top: 0px none rgb(0, 0, 0); border-bottom: 0px none rgb(0, 0, 0); border-radius: 0px; padding: 0px 45px 0px 13px; line-height: 17.234px; min-height: 18px; white-space: nowrap; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, "Courier New", monospace; font-size: 14px; }</style></head><body><div class = rtcContent><div class = 'S0'><span>Companion software for "Volker Ziemann, </span><span style=' font-style: italic;'>Hands-on Accelerator physics using MATLAB, CRCPress, 2019</span><span>" (https://www.crcpress.com/9781138589940)</span></div><h1 class = 'S1'><span>Pill-box explorer for TM modes(Section 5.1)</span></h1><div class = 'S0'><span>Volker Ziemann, 211122, CC-BY-SA-4.0</span></div><div class = 'S0'><span>In this example we display the longitudinal elelctric field </span><span texencoding="E_z" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="16" height="20" /></span><span> of a </span><span texencoding="T_{mn0}" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="28.5" height="20" /></span><span> mode in a pill-box cavity for values of </span><span style="font-family: STIXGeneral, STIXGeneral-webfont, serif; font-style: italic; font-weight: normal; color: rgb(0, 0, 0);">m</span><span> and </span><span style="font-family: STIXGeneral, STIXGeneral-webfont, serif; font-style: italic; font-weight: normal; color: rgb(0, 0, 0);">n</span><span> of up to </span><span style="font-family: STIXGeneral, STIXGeneral-webfont, serif; font-style: normal; font-weight: normal; color: rgb(0, 0, 0);">5</span><span>. </span></div><div class = 'S0'><span>For the radius of the cavity </span><span texencoding="R_{cav}" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="26" height="20" /></span><span> we assume the value of 1 m.</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S2'><span style="white-space: pre"><span >clear </span><span style="color: rgb(170, 4, 249);">all</span><span >;</span></span></div></div><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre"><span >Rcav=1;</span></span></div></div></div><div class = 'S4'><span>We use sliders to select the values of </span><span style="font-family: STIXGeneral, STIXGeneral-webfont, serif; font-style: italic; font-weight: normal; color: rgb(0, 0, 0);">m</span><span> (order of the Bessel function or number of azimuthal zeros) and </span><span style="font-family: STIXGeneral, STIXGeneral-webfont, serif; font-style: italic; font-weight: normal; color: rgb(0, 0, 0);">n</span><span>, the number of the zero.</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S2'><span style="white-space: pre"><span >m=</span></span><span>1</span><span style="white-space: pre"><span >; </span><span style="color: rgb(2, 128, 9);">% Slider to select m in J_m</span></span></div></div><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre"><span >n=</span></span><span>2</span><span style="white-space: pre"><span >; </span><span style="color: rgb(2, 128, 9);">% Slider to select n-th zero</span></span></div></div></div><div class = 'S4'><span>The longitudinal electric field is then given by Equation 5.21, where </span><span texencoding="J_m(k_cR_{cav})" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="63" height="20" /></span><span> must be zero on the metallic boundary, which requires </span><span texencoding="\gamma_{mn}=k_cR_{cav}" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="74" height="20" /></span><span> to be a zero of the </span><span style="font-family: STIXGeneral, STIXGeneral-webfont, serif; font-style: italic; font-weight: normal; color: rgb(0, 0, 0);">m</span><span>-th Bessel function </span><span texencoding="J_m" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="17" height="20" /></span><span>. Following the suggestion from "Matlab Answers" (</span><a href = "https://se.mathworks.com/matlabcentral/answers/230834-zeros-of-bessel-functions"><span>https://se.mathworks.com/matlabcentral/answers/230834-zeros-of-bessel-functions</span></a><span>) we first roughly estimate where the zero is and then use the function </span><span style=' font-family: monospace;'>fzero()</span><span> to find it accurately. </span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S2'><span style="white-space: pre"><span >guess = 2.5505 + 1.2474*m + (n-1)*pi; </span><span style="color: rgb(2, 128, 9);">% From "Matlab Answers"</span></span></div></div><div class="inlineWrapper outputs"><div class = 'S5'><span style="white-space: pre"><span >gamma_mn=fzero(@(x)besselj(m,x),guess) </span><span style="color: rgb(2, 128, 9);">% n-th zero of m-th Bessel function J_m</span></span></div><div class = 'S6'><div class='variableElement' style='font-family: Menlo, Monaco, Consolas, "Courier New", monospace; font-size: 12px; '>gamma_mn = 7.0156</div></div></div></div><div class = 'S4'><span>In the next step we define a radial meshgrid and determine the longitudinal electric field </span><span texencoding="E_z" style="vertical-align:-6px"><img src="data:image/png;base64,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" width="16" height="20" /></span><span> on the gridpoints.</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S2'><span style="white-space: pre"><span >r=0.0:0.02:1; </span><span style="color: rgb(2, 128, 9);">% radial grid points</span></span></div></div><div class="inlineWrapper"><div class = 'S7'><span style="white-space: pre"><span >phi=0:pi/20:2*pi; </span><span style="color: rgb(2, 128, 9);">% angular grid points</span></span></div></div><div class="inlineWrapper"><div class = 'S7'><span style="white-space: pre"><span >[R,PHI]=meshgrid(r,phi); </span><span style="color: rgb(2, 128, 9);">% make meshgrid</span></span></div></div><div class="inlineWrapper"><div class = 'S3'><span style="white-space: pre"><span >Ez=besselj(m,gamma_mn*R/Rcav).*cos(m*PHI); </span><span style="color: rgb(2, 128, 9);">% Ez/E0</span></span></div></div></div><div class = 'S4'><span>Finally, we plot the field as a surface plot with a contour map shown below.</span></div><div class="CodeBlock"><div class="inlineWrapper"><div class = 'S2'><span style="white-space: pre"><span >surfc(R.*cos(PHI),R.*sin(PHI),Ez)</span></span></div></div><div class="inlineWrapper"><div class = 'S7'><span style="white-space: pre"><span >xlabel(</span><span style="color: rgb(170, 4, 249);">'x [m]'</span><span >); ylabel(</span><span style="color: rgb(170, 4, 249);">'y [m]'</span><span >); zlabel(</span><span style="color: rgb(170, 4, 249);">'E_z/E_0'</span><span >)</span></span></div></div><div class="inlineWrapper outputs"><div class = 'S5'><span style="white-space: pre"><span >title([</span><span style="color: rgb(170, 4, 249);">'Pill-box TM'</span><span >,num2str(m),num2str(n),</span><span style="color: rgb(170, 4, 249);">'0 mode'</span><span >])</span></span></div><div class = 'S6'><div class="inlineElement eoOutputWrapper embeddedOutputsFigure" uid="CA594839" data-scroll-top="null" data-scroll-left="null" data-testid="output_1" style="width: 1327px;"><div class="figureElement"><img class="figureImage figureContainingNode" 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" style="width: 560px;"></div></div></div></div></div>
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<!--
##### SOURCE BEGIN #####
%%
% Companion software for "Volker Ziemann, _Hands-on Accelerator physics using
% MATLAB, CRCPress, 2019_" (https://www.crcpress.com/9781138589940)
%% Pill-box explorer for TM modes(Section 5.1)
% Volker Ziemann, 211122, CC-BY-SA-4.0
%
% In this example we display the longitudinal elelctric field $E_z$ of a $T_{mn0}$
% mode in a pill-box cavity for values of $m$ and $n$ of up to $5$.
%
% For the radius of the cavity $R_{cav}$ we assume the value of 1 m.
clear all;
Rcav=1;
%%
% We use sliders to select the values of $m$ (order of the Bessel function
% or number of azimuthal zeros) and $n$, the number of the zero.
m=1; % Slider to select m in J_m
n=2; % Slider to select n-th zero
%%
% The longitudinal electric field is then given by Equation 5.21, where $J_m(k_cR_{cav})$
% must be zero on the metallic boundary, which requires $\gamma_{mn}=k_cR_{cav}$
% to be a zero of the $m$-th Bessel function $J_m$. Following the suggestion from
% "Matlab Answers" (<https://se.mathworks.com/matlabcentral/answers/230834-zeros-of-bessel-functions
% https://se.mathworks.com/matlabcentral/answers/230834-zeros-of-bessel-functions>)
% we first roughly estimate where the zero is and then use the function |fzero()|
% to find it accurately.
guess = 2.5505 + 1.2474*m + (n-1)*pi; % From "Matlab Answers"
gamma_mn=fzero(@(x)besselj(m,x),guess) % n-th zero of m-th Bessel function J_m
%%
% In the next step we define a radial meshgrid and determine the longitudinal
% electric field $E_z$ on the gridpoints.
r=0.0:0.02:1; % radial grid points
phi=0:pi/20:2*pi; % angular grid points
[R,PHI]=meshgrid(r,phi); % make meshgrid
Ez=besselj(m,gamma_mn*R/Rcav).*cos(m*PHI); % Ez/E0
%%
% Finally, we plot the field as a surface plot with a contour map shown below.
surfc(R.*cos(PHI),R.*sin(PHI),Ez)
xlabel('x [m]'); ylabel('y [m]'); zlabel('E_z/E_0')
title(['Pill-box TM',num2str(m),num2str(n),'0 mode'])
##### SOURCE END #####
-->
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