diff --git a/digios b/digios index e12217b..f50d916 160000 --- a/digios +++ b/digios @@ -1 +1 @@ -Subproject commit e12217b10d8d6202aaa7d03f46c0bf70fd23144c +Subproject commit f50d916d3814bbee8973336adff7c0ea4bec588a diff --git a/heliosmatics.js b/heliosmatics.js index 4af596f..c072964 100644 --- a/heliosmatics.js +++ b/heliosmatics.js @@ -191,7 +191,7 @@ function CalConstants(){ KEA = document.getElementById('KEA').value; KE = KEA * beam[0]; - reactionName = beam[3] +"(" + target[3] + "," + light[3] + ")" + heavy[3] + "@" + KEA + "MeV/u, " + BField.toFixed(1) + " T"; + reactionName = beam[3] +"(" + target[3] + "," + light[3] + ")" + heavy[3] + "@" + KEA + "MeV/u, " + BField.toFixed(2) + " T"; Qvalue = - heavy[2] - light[2] + beam[2] + target[2] ; minKEA = (Math.pow(light[2] + heavy[2],2) - Math.pow(beam[2] + target[2],2))/2/target[2]/beam[0]; diff --git a/miscCal.html b/miscCal.html index fef997f..0bf4445 100644 --- a/miscCal.html +++ b/miscCal.html @@ -24,11 +24,11 @@ - + - + @@ -37,9 +37,9 @@ - - - + + +
Charge state:
Attenuation:
enA att. pps
@@ -49,27 +49,27 @@ - + - + - + - + - + @@ -83,11 +83,11 @@ - + - + @@ -183,7 +183,8 @@ yieldCal(1); document.getElementById('enA').addEventListener('keypress', function(e){ - if(e.keyCode == 13){ + //alert( e.keyCode ); + if(e.keyCode == 13 ){ convert(1); } }, false diff --git a/simpleSim.html b/simpleSim.html index eee9c16..f6d1636 100644 --- a/simpleSim.html +++ b/simpleSim.html @@ -78,7 +78,7 @@

DWBA and Ex List:

-

For 2-nucleon transfer, Orbital take the form nL=X, where n is number of node, X is momnetum number.

+

For 2-nucleon transfer, Orbital take the form NL=X, where N is number of node, X is momentum number. n and L are related by Σi (2ni+li) = 2N + X + 2n + l, where ni and li are the principle number and orbital angular momentum of the each transfered nucleon, and n and l are the internal quanta of the 2-nucleon. e.g. (t,p) reaction to 0f orbtial, the left-hand side would be ni = 0 and li = 3 and the sum is 3+3 = 6 = 2N + X + 2n+l. Assume n = l = 0, we have 6 = 2N+L. Thus, 3L=0, 2L=2,1L=4, 0L=6.

TODO: guess the orbital
Integrated Xsec mb
Beam intensity pps
Target thickness ug/cm2
Target molar mass g/mol
Nucleus/molecule
Num of nucleus per area
Spectroscopic factor
Wanted Count
stat. uncertainty