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+

HELIOSmatics was first built by Ben P. Kay in MS Excel around 2010. It was modified by Ryan Tang later. And now it migrated to the web on Dec, 2022. + + + @@ -789,6 +797,7 @@ function PlotEZ(){ xaxis: {range: xRange, title: { text : "Z [mm]", standoff : 1}, mirror : "allticks", linewidth : "1"}, yaxis: {range: yRange, title: "Energy [MeV]" , mirror : "allticks", linewidth : "1"}, title: reactionName, + dragmode : "pan", margin: { l: 40, r: 40, b : 60, t : 40}, legend: {yanchor:"top", xanchor:"left", x:"0.01",y:"0.99" } }; @@ -928,6 +937,7 @@ function PlotRZ(){ yaxis: {range: yyy, title: "R [mm]" , mirror : "allticks", linewidth : "1"}, title: reactionName, showlegend : true, + dragmode : "pan", margin: { l: 40, r: 40, b : 60, t : 40}, legend: { yanchor:"top", xanchor:"left", x:"0.01",y:"0.99"} }; @@ -1352,6 +1362,142 @@ document.getElementById('XGate').addEventListener('keypress', }, false ); + +function HalfCylinder(r, y, d, up){ + let a = []; + let b = []; + let c = []; + + let nStep = 60; + let step = 2*r/nStep; + + for( let i = 0; i <= nStep ; i++){ + let x = -r + i * step; + a.push(x); + c.push(Math.sqrt(r*r - x*x) * up); + b.push(y); + } + + + for( let i = 0; i <= nStep; i ++){ + let x = r - i * step; + a.push(x); + c.push(Math.sqrt(r*r - x*x) * up); + b.push(y+d); + } + + + let haha = []; + haha.push(a); + haha.push(b); + haha.push(c); + + return haha; +} + +function detMesh(startPos, phi){ + let aaa = 110; // prepdist + let len = 500; // detLen + let www = 100; //det width + + let a =[]; + let b =[]; + let c =[]; + + let cs = Math.cos(phi * Math.PI / 180); + let ss = Math.sin(phi * Math.PI / 180); + + let A0 = aaa * cs - www / 2 * ss; + let A1 = aaa * ss + www / 2 * cs; + let B0 = aaa * cs + www / 2 * ss; + let B1 = aaa * ss - www / 2 * cs; + + a.push(A0); b.push(A1); c.push(startPos); + a.push(B0); b.push(B1); c.push(startPos); + a.push(B0); b.push(B1); c.push(startPos + len); + a.push(A0); b.push(A1); c.push(startPos + len); + + let haha = []; + haha.push(a); + haha.push(b); + haha.push(c); + + return haha; + +} + +function Helix(theta, phi, rho, sign, nCyc){ + // sign = B-field + // nCyc < 0 = updatream + + let a = []; + let b = []; + let c = []; + + let deg = Math.PI/180; + let nStep = 100; + let ts = Math.tan(theta * deg); + let zRange = nCyc * rho/ts * Math.PI * 2; + let zStep = zRange/nStep; + + + for( let i = 0; i < nStep; i++){ + let zzz; + zzz = i * zStep; + b.push(zzz); + a.push( rho * ( Math.sin( ts * zzz / rho - phi * deg ) + Math.sin(phi * deg) ) ); + c.push( rho * sign * (Math.cos( ts * zzz / rho - phi * deg ) - Math.cos(phi * deg)) ); + } + + let haha = []; + haha.push(a); + haha.push(b); + haha.push(c); + + return haha; + +} + + +function Plot3D(){ + + let u1 = HalfCylinder(bore, -1000, 2500., 1); + let d1 = HalfCylinder(bore, -1000, 2500., -1); + + let line1 = Helix(40, 0, 80, -1, -1); + let line2 = Helix(2, 180, 10, -1, 0.5); + + let data = [ + {type : 'mesh3d', x : u1[0], y : u1[1], z : u1[2], hoverinfo: 'none', opacity : 0.2, color : "#DDDDDD"} + ,{type : 'mesh3d', x : d1[0], y : d1[1], z : d1[2], hoverinfo: 'none', opacity : 0.2, color : "#DDDDDD"} + ,{type : 'scatter3d', mode : 'lines', x : line1[0], y : line1[1], z : line1[2], name : "haha"} + ,{type : 'scatter3d', mode : 'lines', x : line2[0], y : line2[1], z : line2[2], name : "kaka"} + ]; + + + /* + let data = []; + + for( let i = 0; i < 1; i++){ + let haha = detMesh(-200, 360/6*i + 90); + + console.log(haha[0], "| ", haha[1], "| ", haha[2]); + data.push( + {type : 'mesh3d', x : haha[0], y : haha[1], z : haha[2], hoverinfo: 'none', opacity : 1.0, color : "#FF0000"} + ); + }*/ + + let layout = { + aspectmode: 'manual', + aspectratio:{ x : 0.5, y : 0.5, z : 2.5 }, + margin: { l: 40, r: 40, b : 60, t : 40}, + }; + + Plotly.newPlot('Plot_3D', data, layout); + +} + + GetMass(); CalConstants(); SetSSType(); @@ -1359,6 +1505,9 @@ CalculateEZ(); CalculateRZ(); AdjustRecoilPos(); CalThetaCM(); + +//Plot3D(); + diff --git a/index.html b/index.html index 3c32a4a..477bd6e 100644 --- a/index.html +++ b/index.html @@ -2,6 +2,7 @@ SOLARIS Si-Array Mode Simulation +