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1
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- Selected 8D projections to 2D & 3D
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2
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- Defaults (1,2)
- H=initCoordsI[cl[1]][[1]];
- V=initCoordsI[cl[1]][[2]];
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3
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- H=initCoordsA[cl[1]];
- V=initCoordsA[cl[1]];
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4
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- Show hypercharge (3)
- H={0.146,0.095,0.964,0,0,0.196,0.043,0};
- V={0,0,0,0,1,0,0,0};
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5
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- Show gen in wX (4-6)
- H={0.146,0.095,0.964,0,0,0.196,0.043,0};
- V={0,0,0,1,0,0,0,0};
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6
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- H={0,0,1,0,0,0,0,0};
- V={0,0,0,1,0,0,0,0};
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7
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- H={0,0,1,0,0,0,0,0};
- V={0,0,0,0,1,0,0,0}
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8
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- Nice hexes (7,8)
- H={0,0,0.992,0,0,0.122,0.043,0};
- V=0.533,0.113,0,0.837,0,0,0,0.043};
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9
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- H={0,0,1,0,0,0,0,0};
- V={Sqrt[2/7],0,0,Sqrt[5/7],0,0,0,0};
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10
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- Others (9-12)
- H={0, 0.097, -0.464,0.464 , -0.67, 0.237,-0.237, 0};
- V={0.922, 0, 0.119,0.119 , 0, 0.193,0.193, 0.218};
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11
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- H={1/2,1/2,0,0,1/Sqrt[2],0,0,0};
- V={1/(2 Sqrt[3]),-1/(2 Sqrt[3]),0,0,0,Sqrt[5/6],0,0};
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12
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- H={0,bst, ,-bst,0,0,0,0};
- V={ ,bst,0,bst,0,0,0,0};
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13
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- H=rot3.{0,0.097,-0.464,0.464
,-0.67,0.237,-0.237,0};
- V=rot3.{0.922,0,0.119,0.119 ,0,0.193,0.193,0.218};
- Z=rot3.{0,0.922,0.119,0.119 ,0.193,0.193,0,0.218};
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14
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- Even nicer -- big symmetric tris: (13,14)
- H={0,-0.67 , -0.464,0.464 , 0.097, -0.237,0, 0.237};
- V={0.922, 0, 0.119,0.119 , 0, 0.193,0.218,0.193 };
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15
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- H={0,-0.67 , 0.464,-0.464 , 0.097, -0.237,0, 0.237};
- V={0.218, 0, 0.119,0.119 , 0, 0.193,0.922,0.193
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16
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- This one has small, sharp tris:
(15,16)
- H={0,-0.67 , 0.237,-0.237 , 0.097, -0.464,0, 0.464};
- V={0.218, 0,0.193 ,0.193 , 0, 0.119,0.922,0.119 };
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17
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- H={0,-0.67 , 0.097,-0.237 , 0.237, -0.464,0, 0.464};
- V={0.218, 0,0 ,0.193 , 0.193, 0.119,0.922,0.119 };
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18
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- Big tris in physics coords (17)
- H={-0.474,-0.474,0,0.656,0.097,0,0.168,0.290};
- V={0.652,-0.652,0.168,0,0,-0.349,0.0177,-0.0102};
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19
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- Nice circles (18,19)
- H={-0.0011329646467842375`,0.02704680495829253`,0.7154746018129845`,-0.026136705515654522`,0.`,0.`,0.`,0.7173921991557193`};
- V={0.3952925271821113`,0.4286163352723111`,-0.00005892374441633748`,0.42861717455183324`,0.`,0.`,0.72222852153588`,0.`};
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20
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- H={-0.0299048414`,0.0287418553`,0.70842989`,-0.003281844429`,0.000572934032`,0.139761264`,0.003979786`,0.710328937`};
- V={0.4096074515`,0.412099940`,-0.000994786741`,0.360048534`,0.14622506092`,0.0001125334796`,0.74849132`,-0.000936222853`};
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21
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- f4 and g2 (20-22)
- H=Cos[q] HiF+Sin[q] HiG /. q®(2 Pi /360) 5;
- V=Cos[q] ViF+Sin[q] ViG /. q®(2 Pi /360) 5;
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22
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- H=Cos[q] HiF+Sin[q] HiG /. q®(2 Pi /360) 72;
- V=Cos[q] ViF+Sin[q] ViG /. q®(2 Pi /360) 72;
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23
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- H=Join[{0,0,0,0},Hi2];
- V=Join[{0,0,0,0},Vi2];
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24
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- om together (23)
- H=HR={-0.069,-0.069,0,-0.656,0.67,0,0.335,0};
- V=VR={0.652,-0.652,0.168,0,0,-0.349,0,0.02};
- Z=ZR={-0.652,0.652,0,0.168,0,-0.349,0,0.02};
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25
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- om apart (24)
- HR={-0.474,-0.474,0,0.656,0.097,0,0.168,0.290};
- VR={0.652,-0.652,0.168,0,0,-0.349,0.0177,-0.0102};};
- Z=ZR={0,0.652,-0.652,0.168,-0.349,0.0177,-0.0102,0};
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26
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- From e83 (25-30) ticks=7;
- H=Cos[ticks 2 Pi/60] HR + Sin[ticks 2 Pi/60] VR; V=-Sin[ticks 2 Pi/60] HR
+ Cos[ticks 2 Pi/60] VR;
- H={0,0 , 0,0 , 1, 0,0, 0};
V={0,0,0,0,0,-1,0,0};
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27
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- Y vertical
- H={0,0 , 0,0 , 1, 0,0, 0};
- V={0,0,0,.775,0,-.632,0,0}
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28
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- H={0,0 , 0,0 , 1, 0,0, 0};
- V={0,0,0,0,0,1,0,0};
- Z={0,0,0,0,0,0,1,0};
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29
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- H={0,0 , 1,0 , 0, 0,0, 0};
- V={0,0,0,.775,0,-.632,0,0};
- Z={0,1,0,0,0,0,0,0};
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30
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- H={0,0,0,0,1,0,0,0};
- V={0,0,0,0,0,1,0,0};
- Z={0,0,0,0,0,0,1,0};
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31
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- H={0,0 , 0,0 , 1, 0,0, 0};
- V={0,0,0,0,0,1,0,0};
- Z={0,0,0,0,0,0,1,0};
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Notes
