Mlr Summ TF

VanWasshenova_Thesis#Mlr_Summ_TF

Moller Summary

Scattering Xsect

https://wiki.iac.isu.edu/index.php/Converting_to_barns

[math]\frac{d\sigma}{d\Omega}=\frac{ e^4 }{8E^2}\left \{\frac{1+cos^4\frac{\theta}{2}}{sin^4\frac{\theta}{2}}+\frac{1+sin^4\frac{\theta}{2}}{cos^4\frac{\theta}{2}}+\frac{2}{sin^2\frac{\theta}{2}cos^2\frac{\theta}{2}} \right \}[/math]

Figure 3a: A plot of the number of Moller scattering angle theta in the center of mass frame versus the theoretical differential cross section. The width of the bins is 0.001 degrees for the angles in the center of mass frame corresponding to angles of 5 to 40 degrees in the lab frame. A weight has been assigned for each value in theta which will give the theoretical differential cross section when applied.

Figure 3b: A plot of the number of Moller scattering angle theta in the lab frame versus the theoretical differential cross section. The width of the bins is 0.5 degrees for the angles in the lab frame. A weight has been assigned for each value in theta which will give the theoretical differential cross section when applied.

Weight the E-vs-Theta plot with Xsect

Figure 2: Using the theoretical differential cross section, the distribution of Moller electrons for a CM energy of approximately 53Mev can be distributed through the CM scattering angle Theta. Using Lorentz transformations, these distributions can be transformed to the lab frame. At around 60 degrees in the lab the Moller electron has an energy of close to 1 MeV. Such a low energy does not allow the Moller electron to leave the constrains of the target where they are created.

Moller electron radius -vs- Momentum (Full solenoid and relativistic)

Moller events using an lH2 target geometry No Raster

DC hits -vs- Solenoid

Starting the clas12 Moller simulation with a simple configuration, most components downstream with respect to the drift chambers are taken out of the gcard file. The remaining components, the Drift Chamber (DC), the Solenoid, and the Magnetic Components (CAD) are all that remain as shown below. The Torus field is held at zero Tesla, and the Solenoid field strength is increased from 0 to it's max of 5T.

Figure 2: With the Torus strength at zero Telsa, the solenoid is varied to show the hits within the DC moving off the faces of R1. These hits consist of primary Moller electrons, as well as secondary electrons and photons created by the Moller electrons.

As the Solenoid field strength increases, the Moller electrons are forced to into a helical path of decreasing radius, effectively "rotating" off the DC face. The relative value of the field changes the direction field, which in turn causes slightly more hits to be deposited on one side versus the other. This effect is only noticeable in that the neighboring sectors to S1 were not simulated.

Figure 2: The effect of the sign of the solenoid magnetic field is apparent when neighboring sectors are not simulated.

However, as the field reaches maximum, there are still particles which are found at higher values of [math]\theta[/math] that would have been expected to have remained after the effects of the Solenoid. To understand the causes of this phenomena, the hits on Region 1 can be broken into the most common types of particles that are detected; Primary Moller electrons and secondary electrons and photons caused by the Moller electron. Looking more closely at this particle makeup as the solenoid field is increased, we can see that the ratio of primary electrons to total hits decreases while the ratio of photons to total hits increases.

Figure 2: The rate of primary Moller electron traversing S1R1 decreases as the solenoid field strength is increased.

Without Magnet Components

To examine the possibility that scattering is the cause of the noise, the simulation is further simplified by removing the magnetic components stored in the CAD directory.

Figure 2: With the Torus strength at zero Telsa, the solenoid is at full strength and the magnet components in the CAD directory are removed. Due to scattering effects, the rate for 50nA is reduced by a factor of almost 20.

To effectively determine the cause of the remaining particles in S1R1 the hit particles' vertex points can be recorded producing a tomography plot.  A changing field is still useful in that the lack of number of hits at high solenoid field strength would make determining the physical cause difficult.

Photons Hits in R1

Merging background hits

Primary Moller Electron Hits in R1

CLAS12 Conditions

 Summarize with picture photo rates -vs- change and location of photons

  Summarize secondary moller electron rate location

FTOn ShieldIn

For the Moller electron,

For the scattered electron, there are no secondary hits.

FTOff ShieldIn

For secondary hits from the Moller electron

FTOn ShieldOut

FTOff ShieldOut

New Cone

FTOn

From beamline text file

1589.27-238.8=1350.47

PbCylinder  |                root  |         Pb pipe on beamline  |                           0*mm 0.0*mm 1350.47*mm  |                                   0 0 0  | 999966   |                Cons  |                          34*mm 36*mm 111.2*mm 113.2*mm 441.3*mm 0.0*deg 360*deg  |          beamline_w  |                  no  |     1   |     1   |     1   |   1   |   1   |                  no  |                  no  |                                      no 

At Standard Vertex Position:

High Cone Position:

[math]1350.47+441.3=1791.77\ mm[/math]

[math]\theta_{high}=\arctan \left( \frac{113.2}{1791.77} \right)=3.61^{\circ}[/math]

Low Cone Position:

[math]1350.47-441.3=909.17\ mm[/math]

[math]\theta_{low}=\arctan \left( \frac{113.2}{909.17} \right)=2.39^{\circ}[/math]

standard_R1_36_38_R2_111_113

At forward Vertex Position: (subtract 40mm from standard vertex distance)

High Cone Position:

[math]1791.77-40=1751.77\ mm[/math]

[math]\theta_{high}=\arctan \left( \frac{113.2}{1751.77} \right)=3.69^{\circ}[/math]

Low Cone Position:

[math]909.17-40=869.17\ mm[/math]

[math]\theta_{low}=\arctan \left( \frac{113.2}{869.17} \right)=2.5^{\circ}[/math]

[math]\rightarrow \theta_{high}=5^{\circ} \rightarrow 1751.77 \arctan 5^{\circ} = 153.26\ mm [/math]

[math]\rightarrow \theta_{low}=5^{\circ} \rightarrow 869.17 \arctan 5^{\circ} = 76.04\ mm [/math]

Summary Tables

FTOn from 0,0,0 Vertex

50nA	S1R1 2ndryMoller e- rate	S1R1 2ndryMoller gamma rate	S1R1 2ndryMoller particle rate	Effective Shield Rate
R1_36_38_R2_36_38	405 Hz	15480 Hz	160 Hz	?
R1_36_38_R2_50_52	470 Hz	15227 Hz	146 Hz	?
R1_36_38_R2_70_72	461 Hz	15045 Hz	150 Hz	?
R1_36_38_R2_75_77	372 Hz	14916 Hz	130 Hz	?
R1_36_38_R2_80_82	376 Hz	14995 Hz	109 Hz	?
R1_36_38_R2_90_92	413 Hz	14580 Hz	119 Hz	?
R1_36_38_R2_95_97	383 Hz	14186 Hz	117 Hz	?
R1_36_38_R2_111_113	447 Hz	14196 Hz	109 Hz	?
R1_36_38_R2_116_118	420 Hz	14167 Hz	144 Hz	?
R1_36_38_R2_121_123	389 Hz	14251 Hz	117 Hz	?
R1_74_76_R2_151_153	492 Hz	14280 Hz	110 Hz	?
R1_36_38_R2_500_503	1000 Hz	18363 Hz	120 Hz	?

FTOn from (0,0,0) Vertex w/o FT

50nA	S1R1 2ndryMoller e- rate	S1R1 2ndryMoller gamma rate	S1R1 2ndryMoller particle rate	Effective Shield Rate
R1_0_524.0_R2_0_1034.47	?	?	?	?

FTOn from Forward Vertex

50nA	S1R1 2ndryMoller e- rate	S1R1 2ndryMoller gamma rate	S1R1 2ndryMoller particle rate	Effective Shield Rate
R1_36_38_R2_36_38	?	?	?	?

Moller Electrons below 5 degrees

CLAS12_MollerDataTable_12-16-2018

Moller Electron Data Points

Theta Lab (degrees)	Theta CM (degrees)	Momentum Lab (MeV)	dσ/dΩ (barns)
60	179.362	0.681279	961.624
59.9	179.36	0.684719	946.26
59.8	179.357	0.688173	931.172
59.7	179.355	0.691642	916.353
59.6	179.352	0.695126	901.799
59.5	179.349	0.698625	887.504
59.4	179.347	0.702139	873.462
59.3	179.344	0.705668	859.668
59.2	179.342	0.709212	846.118
59.1	179.339	0.712772	832.807
59	179.336	0.716347	819.729
58.9	179.334	0.719938	806.88
58.8	179.331	0.723544	794.256
58.7	179.328	0.727167	781.852
58.6	179.326	0.730806	769.663
58.5	179.323	0.73446	757.686
58.4	179.321	0.738131	745.916
58.3	179.318	0.741818	734.349
58.2	179.315	0.745522	722.981
58.1	179.313	0.749242	711.808
58	179.31	0.752979	700.827
57.9	179.307	0.756733	690.033
57.8	179.304	0.760503	679.423
57.7	179.302	0.764291	668.994
57.6	179.299	0.768096	658.742
57.5	179.296	0.771919	648.664
57.4	179.294	0.775759	638.755
57.3	179.291	0.779616	629.014
57.2	179.288	0.783491	619.436
57.1	179.285	0.787384	610.019
57	179.283	0.791296	600.759
56.9	179.28	0.795225	591.655
56.8	179.277	0.799173	582.701
56.7	179.274	0.803138	573.897
56.6	179.272	0.807123	565.239
56.5	179.269	0.811126	556.724
56.4	179.266	0.815148	548.349
56.3	179.263	0.81919	540.113
56.2	179.261	0.82325	532.012
56.1	179.258	0.827329	524.044
56	179.255	0.831428	516.206
55.9	179.252	0.835547	508.496
55.8	179.249	0.839685	500.912
55.7	179.247	0.843843	493.452
55.6	179.244	0.848021	486.112
55.5	179.241	0.852219	478.891
55.4	179.238	0.856438	471.787
55.3	179.235	0.860677	464.798
55.2	179.232	0.864937	457.921
55.1	179.229	0.869217	451.154
55	179.227	0.873519	444.497
54.9	179.224	0.877842	437.945
54.8	179.221	0.882186	431.498
54.7	179.218	0.886551	425.154
54.6	179.215	0.890938	418.911
54.5	179.212	0.895347	412.767
54.4	179.209	0.899777	406.72
54.3	179.206	0.90423	400.769
54.2	179.203	0.908706	394.912
54.1	179.2	0.913203	389.147
54	179.198	0.917724	383.473
53.9	179.195	0.922267	377.887
53.8	179.192	0.926833	372.39
53.7	179.189	0.931422	366.978
53.6	179.186	0.936035	361.65
53.5	179.183	0.940671	356.406
53.4	179.18	0.945331	351.243
53.3	179.177	0.950015	346.16
53.2	179.174	0.954723	341.156
53.1	179.171	0.959456	336.229
53	179.168	0.964212	331.378
52.9	179.165	0.968994	326.602
52.8	179.162	0.9738	321.9
52.7	179.159	0.978632	317.27
52.6	179.156	0.983489	312.71
52.5	179.152	0.988371	308.221
52.4	179.149	0.993279	303.8
52.3	179.146	0.998213	299.446
52.2	179.143	1.00317	295.158
52.1	179.14	1.00816	290.936
52	179.137	1.01317	286.778
51.9	179.134	1.01821	282.683
51.8	179.131	1.02328	278.65
51.7	179.128	1.02837	274.677
51.6	179.125	1.03349	270.765
51.5	179.121	1.03864	266.911
51.4	179.118	1.04382	263.115
51.3	179.115	1.04902	259.376
51.2	179.112	1.05425	255.693
51.1	179.109	1.05951	252.066
51	179.106	1.0648	248.492
50.9	179.102	1.07012	244.971
50.8	179.099	1.07547	241.503
50.7	179.096	1.08085	238.087
50.6	179.093	1.08626	234.721
50.5	179.09	1.09169	231.405
50.4	179.086	1.09716	228.138
50.3	179.083	1.10266	224.92
50.2	179.08	1.10819	221.748
50.1	179.077	1.11375	218.624
50	179.073	1.11934	215.545
49.9	179.07	1.12496	212.512
49.8	179.067	1.13061	209.523
49.7	179.063	1.1363	206.578
49.6	179.06	1.14202	203.676
49.5	179.057	1.14777	200.816
49.4	179.053	1.15355	197.999
49.3	179.05	1.15937	195.222
49.2	179.047	1.16522	192.485
49.1	179.043	1.1711	189.788
49	179.04	1.17702	187.131
48.9	179.036	1.18297	184.511
48.8	179.033	1.18895	181.93
48.7	179.03	1.19497	179.386
48.6	179.026	1.20103	176.879
48.5	179.023	1.20712	174.408
48.4	179.019	1.21325	171.972
48.3	179.016	1.21941	169.571
48.2	179.012	1.22561	167.205
48.1	179.009	1.23184	164.873
48	179.006	1.23812	162.574
47.9	179.002	1.24442	160.308
47.8	178.999	1.25077	158.075
47.7	178.995	1.25716	155.873
47.6	178.991	1.26358	153.703
47.5	178.988	1.27004	151.563
47.4	178.984	1.27654	149.454
47.3	178.981	1.28308	147.375
47.2	178.977	1.28966	145.326
47.1	178.974	1.29628	143.305
47	178.97	1.30294	141.313
46.9	178.966	1.30964	139.349
46.8	178.963	1.31638	137.413
46.7	178.959	1.32316	135.505
46.6	178.956	1.32998	133.623
46.5	178.952	1.33685	131.768
46.4	178.948	1.34375	129.938
46.3	178.945	1.3507	128.135
46.2	178.941	1.3577	126.357
46.1	178.937	1.36473	124.603
46	178.933	1.37181	122.875
45.9	178.93	1.37894	121.17
45.8	178.926	1.38611	119.49
45.7	178.922	1.39332	117.832
45.6	178.918	1.40058	116.198
45.5	178.915	1.40789	114.587
45.4	178.911	1.41524	112.998
45.3	178.907	1.42264	111.431
45.2	178.903	1.43009	109.886
45.1	178.899	1.43758	108.363
45	178.896	1.44512	106.86
44.9	178.892	1.45271	105.379
44.8	178.888	1.46035	103.918
44.7	178.884	1.46804	102.477
44.6	178.88	1.47578	101.056
44.5	178.876	1.48356	99.6549
44.4	178.872	1.4914	98.273
44.3	178.868	1.49929	96.9102
44.2	178.864	1.50723	95.5661
44.1	178.86	1.51523	94.2406
44	178.856	1.52327	92.9333
43.9	178.852	1.53137	91.644
43.8	178.848	1.53953	90.3724
43.7	178.844	1.54773	89.1183
43.6	178.84	1.55599	87.8813
43.5	178.836	1.56431	86.6614
43.4	178.832	1.57268	85.4582
43.3	178.828	1.58111	84.2714
43.2	178.824	1.58959	83.1009
43.1	178.82	1.59814	81.9464
43	178.816	1.60673	80.8076
42.9	178.811	1.61539	79.6845
42.8	178.807	1.62411	78.5766
42.7	178.803	1.63288	77.4838
42.6	178.799	1.64172	76.406
42.5	178.795	1.65062	75.3428
42.4	178.79	1.65957	74.2942
42.3	178.786	1.66859	73.2597
42.2	178.782	1.67767	72.2394
42.1	178.778	1.68682	71.2329
42	178.773	1.69602	70.2401
41.9	178.769	1.70529	69.2608
41.8	178.765	1.71463	68.2948
41.7	178.76	1.72403	67.3419
41.6	178.756	1.7335	66.4019
41.5	178.752	1.74303	65.4746
41.4	178.747	1.75263	64.5599
41.3	178.743	1.7623	63.6576
41.2	178.738	1.77204	62.7675
41.1	178.734	1.78184	61.8894
41	178.729	1.79172	61.0232
40.9	178.725	1.80167	60.1687
40.8	178.72	1.81169	59.3258
40.7	178.716	1.82178	58.4942
40.6	178.711	1.83194	57.6739
40.5	178.707	1.84218	56.8646
40.4	178.702	1.85249	56.0663
40.3	178.698	1.86287	55.2787
40.2	178.693	1.87333	54.5018
40.1	178.688	1.88387	53.7353
40	178.684	1.89449	52.9791
39.9	178.679	1.90518	52.2332
39.8	178.674	1.91595	51.4972
39.7	178.67	1.9268	50.7712
39.6	178.665	1.93773	50.055
39.5	178.66	1.94875	49.3484
39.4	178.655	1.95984	48.6513
39.3	178.651	1.97102	47.9635
39.2	178.646	1.98228	47.285
39.1	178.641	1.99363	46.6157
39	178.636	2.00506	45.9553
38.9	178.631	2.01658	45.3039
38.8	178.626	2.02818	44.6611
38.7	178.621	2.03988	44.027
38.6	178.616	2.05166	43.4015
38.5	178.612	2.06353	42.7843
38.4	178.607	2.0755	42.1754
38.3	178.602	2.08755	41.5747
38.2	178.596	2.0997	40.9821
38.1	178.591	2.11194	40.3974
38	178.586	2.12428	39.8206
37.9	178.581	2.13671	39.2515
37.8	178.576	2.14924	38.6901
37.7	178.571	2.16187	38.1362
37.6	178.566	2.1746	37.5897
37.5	178.561	2.18743	37.0506
37.4	178.555	2.20036	36.5187
37.3	178.55	2.21339	35.994
37.2	178.545	2.22652	35.4763
37.1	178.54	2.23976	34.9655
37	178.534	2.2531	34.4616
36.9	178.529	2.26656	33.9645
36.8	178.524	2.28011	33.4741
36.7	178.518	2.29378	32.9902
36.6	178.513	2.30756	32.5129
36.5	178.507	2.32145	32.042
36.4	178.502	2.33545	31.5774
36.3	178.496	2.34957	31.119
36.2	178.491	2.3638	30.6668
36.1	178.485	2.37815	30.2207
36	178.48	2.39262	29.7806
35.9	178.474	2.40721	29.3464
35.8	178.469	2.42191	28.918
35.7	178.463	2.43674	28.4955
35.6	178.457	2.45169	28.0786
35.5	178.452	2.46677	27.6673
35.4	178.446	2.48197	27.2616
35.3	178.44	2.4973	26.8613
35.2	178.434	2.51276	26.4664
35.1	178.429	2.52835	26.0769
35	178.423	2.54407	25.6926
34.9	178.417	2.55993	25.3135
34.8	178.411	2.57592	24.9395
34.7	178.405	2.59204	24.5706
34.6	178.399	2.60831	24.2066
34.5	178.393	2.62471	23.8476
34.4	178.387	2.64126	23.4934
34.3	178.381	2.65795	23.144
34.2	178.375	2.67478	22.7994
34.1	178.369	2.69177	22.4594
34	178.363	2.70889	22.124
33.9	178.356	2.72617	21.7931
33.8	178.35	2.7436	21.4668
33.7	178.344	2.76119	21.1449
33.6	178.338	2.77893	20.8273
33.5	178.331	2.79683	20.5141
33.4	178.325	2.81488	20.2051
33.3	178.319	2.8331	19.9003
33.2	178.312	2.85148	19.5997
33.1	178.306	2.87002	19.3031
33	178.299	2.88874	19.0106
32.9	178.293	2.90762	18.7221
32.8	178.286	2.92667	18.4376
32.7	178.28	2.9459	18.1569
32.6	178.273	2.9653	17.88
32.5	178.266	2.98488	17.607
32.4	178.26	3.00464	17.3376
32.3	178.253	3.02458	17.072
32.2	178.246	3.0447	16.81
32.1	178.239	3.06501	16.5516
32	178.233	3.08551	16.2967
31.9	178.226	3.10621	16.0453
31.8	178.219	3.12709	15.7974
31.7	178.212	3.14817	15.5529
31.6	178.205	3.16945	15.3118
31.5	178.198	3.19093	15.074
31.4	178.191	3.21262	14.8395
31.3	178.184	3.23451	14.6082
31.2	178.176	3.25661	14.3801
31.1	178.169	3.27893	14.1551
31	178.162	3.30145	13.9333
30.9	178.155	3.3242	13.7146
30.8	178.147	3.34716	13.4989
30.7	178.14	3.37035	13.2861
30.6	178.133	3.39376	13.0764
30.5	178.125	3.4174	12.8695
30.4	178.118	3.44128	12.6656
30.3	178.11	3.46539	12.4644
30.2	178.102	3.48973	12.2661
30.1	178.095	3.51432	12.0706
30	178.087	3.53915	11.8778
29.9	178.079	3.56423	11.6877
29.8	178.072	3.58957	11.5003
29.7	178.064	3.61515	11.3154
29.6	178.056	3.641	11.1332
29.5	178.048	3.6671	10.9536
29.4	178.04	3.69347	10.7765
29.3	178.032	3.72011	10.6019
29.2	178.024	3.74702	10.4297
29.1	178.016	3.77421	10.26
29	178.008	3.80168	10.0927
28.9	177.999	3.82943	9.92774
28.8	177.991	3.85747	9.76515
28.7	177.983	3.8858	9.60486
28.6	177.974	3.91443	9.44686
28.5	177.966	3.94335	9.29111
28.4	177.957	3.97258	9.13758
28.3	177.949	4.00212	8.98625
28.2	177.94	4.03198	8.83708
28.1	177.932	4.06215	8.69005
28	177.923	4.09264	8.54514
27.9	177.914	4.12346	8.4023
27.8	177.905	4.15461	8.26153
27.7	177.896	4.18609	8.12278
27.6	177.887	4.21792	7.98604
27.5	177.878	4.2501	7.85128
27.4	177.869	4.28262	7.71847
27.3	177.86	4.3155	7.58759
27.2	177.851	4.34874	7.45862
27.1	177.842	4.38235	7.33152
27	177.833	4.41633	7.20627
26.9	177.823	4.45069	7.08285
26.8	177.814	4.48543	6.96124
26.7	177.804	4.52057	6.84142
26.6	177.795	4.55609	6.72335
26.5	177.785	4.59202	6.60702
26.4	177.775	4.62836	6.49241
26.3	177.765	4.6651	6.37949
26.2	177.756	4.70227	6.26823
26.1	177.746	4.73987	6.15863
26	177.736	4.77789	6.05066
25.9	177.726	4.81636	5.94429
25.8	177.716	4.85527	5.8395
25.7	177.705	4.89464	5.73629
25.6	177.695	4.93447	5.63461
25.5	177.685	4.97476	5.53446
25.4	177.674	5.01553	5.43581
25.3	177.664	5.05678	5.33865
25.2	177.653	5.09852	5.24296
25.1	177.642	5.14076	5.14871
25	177.632	5.1835	5.05589
24.9	177.621	5.22676	4.96448
24.8	177.61	5.27055	4.87445
24.7	177.599	5.31486	4.7858
24.6	177.588	5.35971	4.69851
24.5	177.577	5.40511	4.61255
24.4	177.565	5.45107	4.52791
24.3	177.554	5.49759	4.44457
24.2	177.543	5.54469	4.36251
24.1	177.531	5.59238	4.28173
24	177.52	5.64066	4.20219
23.9	177.508	5.68955	4.12389
23.8	177.496	5.73905	4.04681
23.7	177.484	5.78918	3.97092
23.6	177.472	5.83994	3.89623
23.5	177.46	5.89135	3.8227
23.4	177.448	5.94342	3.75033
23.3	177.436	5.99616	3.6791
23.2	177.423	6.04958	3.609
23.1	177.411	6.1037	3.54
23	177.398	6.15851	3.4721
22.9	177.386	6.21405	3.40527
22.8	177.373	6.27032	3.33952
22.7	177.36	6.32733	3.27481
22.6	177.347	6.3851	3.21115
22.5	177.334	6.44363	3.1485
22.4	177.321	6.50295	3.08687
22.3	177.307	6.56307	3.02623
22.2	177.294	6.624	2.96657
22.1	177.28	6.68575	2.90789
22	177.267	6.74835	2.85016
21.9	177.253	6.81181	2.79337
21.8	177.239	6.87613	2.73752
21.7	177.225	6.94135	2.68258
21.6	177.211	7.00747	2.62855
21.5	177.197	7.07452	2.57541
21.4	177.182	7.1425	2.52315
21.3	177.168	7.21144	2.47177
21.2	177.153	7.28136	2.42124
21.1	177.138	7.35227	2.37155
21	177.123	7.4242	2.3227
20.9	177.108	7.49715	2.27468
20.8	177.093	7.57116	2.22746
20.7	177.078	7.64624	2.18104
20.6	177.062	7.72242	2.13542
20.5	177.046	7.79971	2.09057
20.4	177.031	7.87813	2.04649
20.3	177.015	7.95772	2.00316
20.2	176.999	8.03849	1.96058
20.1	176.982	8.12046	1.91874
20	176.966	8.20366	1.87763
19.9	176.95	8.28812	1.83722
19.8	176.933	8.37386	1.79753
19.7	176.916	8.4609	1.75853
19.6	176.899	8.54928	1.72021
19.5	176.882	8.63901	1.68258
19.4	176.864	8.73014	1.6456
19.3	176.847	8.82268	1.60929
19.2	176.829	8.91667	1.57362
19.1	176.811	9.01214	1.53859
19	176.793	9.10911	1.5042
18.9	176.775	9.20762	1.47042
18.8	176.756	9.30771	1.43725
18.7	176.738	9.4094	1.40469
18.6	176.719	9.51273	1.37272
18.5	176.7	9.61774	1.34133
18.4	176.681	9.72447	1.31053
18.3	176.661	9.83294	1.28029
18.2	176.642	9.94321	1.25061
18.1	176.622	10.0553	1.22148
18	176.602	10.1693	1.1929
17.9	176.581	10.2851	1.16486
17.8	176.561	10.403	1.13734
17.7	176.54	10.5228	1.11034
17.6	176.519	10.6447	1.08386
17.5	176.498	10.7686	1.05788
17.4	176.477	10.8947	1.0324
17.3	176.455	11.023	1.00741
17.2	176.433	11.1535	0.982905
17.1	176.411	11.2864	0.958874
17	176.388	11.4215	0.935311
16.9	176.366	11.5591	0.91221
16.8	176.343	11.6991	0.889563
16.7	176.32	11.8417	0.867364
16.6	176.296	11.9868	0.845606
16.5	176.273	12.1345	0.824282
16.4	176.249	12.285	0.803385
16.3	176.224	12.4383	0.782909
16.2	176.2	12.5943	0.762848
16.1	176.175	12.7533	0.743194
16	176.15	12.9153	0.723942
15.9	176.124	13.0803	0.705085
15.8	176.098	13.2485	0.686618
15.7	176.072	13.4199	0.668533
15.6	176.046	13.5946	0.650826
15.5	176.019	13.7727	0.633489
15.4	175.992	13.9542	0.616518
15.3	175.964	14.1393	0.599905
15.2	175.936	14.3281	0.583647
15.1	175.908	14.5206	0.567736
15	175.88	14.717	0.552167
14.9	175.851	14.9173	0.536935
14.8	175.821	15.1217	0.522034
14.7	175.792	15.3303	0.507459
14.6	175.762	15.5432	0.493205
14.5	175.731	15.7605	0.479265
14.4	175.7	15.9823	0.465635
14.3	175.669	16.2088	0.45231
14.2	175.637	16.44	0.439285
14.1	175.605	16.6762	0.426555
14	175.572	16.9175	0.414114
13.9	175.539	17.1639	0.401957
13.8	175.506	17.4158	0.390081
13.7	175.471	17.6731	0.37848
13.6	175.437	17.9361	0.367149
13.5	175.402	18.205	0.356084
13.4	175.366	18.4799	0.34528
13.3	175.33	18.7611	0.334732
13.2	175.294	19.0486	0.324437
13.1	175.256	19.3427	0.314389
13	175.219	19.6436	0.304585
12.9	175.18	19.9515	0.295019
12.8	175.141	20.2667	0.285688
12.7	175.102	20.5893	0.276587
12.6	175.062	20.9195	0.267712
12.5	175.021	21.2578	0.25906
12.4	174.98	21.6042	0.250626
12.3	174.938	21.9591	0.242405
12.2	174.895	22.3227	0.234395
12.1	174.851	22.6953	0.226591
12	174.807	23.0773	0.218989
11.9	174.762	23.4689	0.211585
11.8	174.717	23.8704	0.204377
11.7	174.67	24.2823	0.197359
11.6	174.623	24.7049	0.190528
11.5	174.575	25.1384	0.183882
11.4	174.526	25.5834	0.177415
11.3	174.477	26.0403	0.171125
11.2	174.426	26.5093	0.165008
11.1	174.375	26.9911	0.15906
11	174.322	27.486	0.153279
10.9	174.269	27.9946	0.147661
10.8	174.215	28.5173	0.142203
10.7	174.16	29.0547	0.1369
10.6	174.103	29.6073	0.131751
10.5	174.046	30.1757	0.126752
10.4	173.988	30.7605	0.1219
10.3	173.928	31.3623	0.117192
10.2	173.867	31.9819	0.112624
10.1	173.805	32.6199	0.108194
10	173.742	33.2771	0.103899
9.9	173.678	33.9541	0.0997354
9.8	173.612	34.652	0.0957009
9.7	173.545	35.3714	0.0917925
9.6	173.477	36.1133	0.0880075
9.5	173.407	36.8787	0.0843429
9.4	173.336	37.6685	0.0807962
9.3	173.263	38.4838	0.0773646
9.2	173.189	39.3257	0.0740455
9.1	173.113	40.1954	0.0708363
9	173.035	41.0941	0.0677343
8.9	172.956	42.0231	0.0647372
8.8	172.874	42.9838	0.0618423
8.7	172.791	43.9776	0.0590472
8.6	172.707	45.0061	0.0563494
8.5	172.62	46.0708	0.0537467
8.4	172.531	47.1737	0.0512366
8.3	172.44	48.3164	0.0488168
8.2	172.347	49.5009	0.0464851
8.1	172.251	50.7292	0.0442391
8	172.153	52.0037	0.0420767
7.9	172.053	53.3265	0.0399956
7.8	171.95	54.7002	0.0379939
7.7	171.845	56.1273	0.0360692
7.6	171.736	57.6108	0.0342196
7.5	171.625	59.1536	0.032443
7.4	171.511	60.7589	0.0307374
7.3	171.394	62.4301	0.0291007
7.2	171.274	64.1709	0.0275312
7.1	171.15	65.9852	0.0260267
7	171.023	67.8771	0.0245856
6.9	170.892	69.8512	0.0232058
6.8	170.757	71.9123	0.0218856
6.7	170.619	74.0655	0.0206232
6.6	170.476	76.3164	0.0194168
6.5	170.329	78.671	0.0182647
6.4	170.177	81.1357	0.0171652
6.3	170.021	83.7175	0.0161166
6.2	169.859	86.424	0.0151174
6.1	169.693	89.2632	0.0141658
6	169.521	92.2439	0.0132603
5.9	169.343	95.3758	0.0123993
5.8	169.159	98.6691	0.0115814
5.7	168.968	102.135	0.010805
5.6	168.771	105.786	0.0100687
5.5	168.567	109.635	0.00937109
5.4	168.356	113.697	0.00871068
5.3	168.136	117.988	0.00808613
5.2	167.909	122.525	0.00749609
5.1	167.672	127.328	0.00693924
5	167.426	132.417	0.00641429
4.9	167.17	137.815	0.00591998
4.8	166.904	143.548	0.00545506
4.7	166.627	149.645	0.00501832
4.6	166.337	156.136	0.00460859
4.5	166.035	163.056	0.00422471
4.4	165.72	170.443	0.00386554
4.3	165.39	178.341	0.00352999
4.2	165.045	186.796	0.00321698
4.1	164.683	195.863	0.00292546
4	164.304	205.602	0.0026544
3.9	163.905	216.08	0.00240282
3.8	163.486	227.373	0.00216974
3.7	163.045	239.567	0.00195422
3.6	162.58	252.76	0.00175534
3.5	162.089	267.063	0.00157221
3.4	161.57	282.604	0.00140396
3.3	161.02	299.528	0.00124975
3.2	160.437	318.001	0.00110876
3.1	159.817	338.218	0.000980208
3	159.158	360.401	0.000863325
2.9	158.454	384.812	0.000757373
2.8	157.702	411.754	0.000661635
2.7	156.897	441.584	0.000575425
2.6	156.032	474.723	0.000498076
2.5	155.102	511.671	0.000428949
2.4	154.097	553.023	0.000367431
2.3	153.01	599.494	0.000312929
2.2	151.83	651.942	0.000264881
2.1	150.545	711.414	0.000222743
2	149.139	779.184	0.000186002
1.9	147.597	856.82	0.000154164
1.8	145.898	946.266	0.000126764
1.7	144.016	1049.94	0.000103357
1.6	141.924	1170.9	8.35277e-05
1.5	139.584	1312.99	6.6881e-05
1.4	136.952	1481.12	5.30487e-05
1.3	133.974	1681.59	4.16872e-05
1.2	130.581	1922.53	3.24785e-05
1.1	126.688	2214.42	2.51309e-05
1	122.185	2570.79	1.93811e-05
0.9	116.936	3008.89	1.49973e-05
0.8	110.767	3550.2	1.17872e-05
0.7	103.46	4220.08	9.61579e-06
0.6	94.7474	5045.08	8.45286e-06
0.5	84.3153	6045.03	8.52027e-06

Moller rate -vs- length of a single taerget

0.5 cm radius -vs- Z

Target is a one 0.5 cm radius cylinder of length Z.

By how much does the moller rate change at full field ?

Latest Stuff

VanWasshenova_Thesis#Mlr_Summ_TF

References

CLASNOTE 2016-06 Moller shield simulations: comparison of the GEMC-optimized layout and the engineering design