{"name":"five-coil-mirror","title_ja":"5コイルのミラー(中央を一様に・端を強く)","meta":{"name":"five-coil-mirror","title_ja":"5コイルのミラー(中央を一様に・端を強く)","family":"mirror","variable":"コイル数 2 → 5(中央3つは弱く・端2つは小さく強く)","hypothesis_ja":"中央に弱いコイルを並べて長い一様な区間を作り、端に小さく強いコイルを置いてミラー比を稼ぐ。実験装置のミラー(タンデムミラー型)の基本形。","why_ja":"部品は増えるが、中央の一様な体積とミラー比を両立できるか。質量(導体の長さ)と力がどれだけ増えるかを見る。"},"coils":[{"radius":1,"center":[0,0,-0.8],"normal":[0,0,1],"tube":0.05,"current":800000,"tag":"C1"},{"radius":1,"center":[0,0,0],"normal":[0,0,1],"tube":0.05,"current":800000,"tag":"C2"},{"radius":1,"center":[0,0,0.8],"normal":[0,0,1],"tube":0.05,"current":800000,"tag":"C3"},{"radius":0.6,"center":[0,0,-1.8],"normal":[0,0,1],"tube":0.07,"current":3000000,"tag":"ML"},{"radius":0.6,"center":[0,0,1.8],"normal":[0,0,1],"tube":0.07,"current":3000000,"tag":"MR"}],"lines3d":[{"points":[[0.3854,0,-2.6031],[0.3726,0,-2.5757],[0.3601,0,-2.5481],[0.3478,0,-2.5205],[0.3357,0,-2.4928],[0.324,0,-2.4649],[0.3125,0,-2.4369],[0.3013,0,-2.4088],[0.2904,0,-2.3806],[0.2799,0,-2.3523],[0.2697,0,-2.3238],[0.2599,0,-2.2952],[0.2505,0,-2.2665],[0.2415,0,-2.2376],[0.2329,0,-2.2086],[0.2248,0,-2.1795],[0.2171,0,-2.1502],[0.21,0,-2.1208],[0.2034,0,-2.0913],[0.1973,0,-2.0617],[0.1918,0,-2.032],[0.1869,0,-2.0021],[0.1826,0,-1.9722],[0.1789,0,-1.9422],[0.1758,0,-1.9121],[0.1735,0,-1.8819],[0.1717,0,-1.8518],[0.1707,0,-1.8215],[0.1703,0,-1.7913],[0.1705,0,-1.7611],[0.1714,0,-1.7308],[0.1729,0,-1.7006],[0.175,0,-1.6705],[0.1776,0,-1.6403],[0.1808,0,-1.6103],[0.1844,0,-1.5802],[0.1885,0,-1.5503],[0.193,0,-1.5204],[0.1977,0,-1.4905],[0.2028,0,-1.4607],[0.208,0,-1.4309],[0.2133,0,-1.4011],[0.2188,0,-1.3714],[0.2242,0,-1.3417],[0.2296,0,-1.3119],[0.2349,0,-1.2821],[0.24,0,-1.2523],[0.2449,0,-1.2225],[0.2495,0,-1.1926],[0.2539,0,-1.1627],[0.258,0,-1.1327],[0.2617,0,-1.1027],[0.2651,0,-1.0727],[0.2682,0,-1.0426],[0.271,0,-1.0125],[0.2736,0,-0.9823],[0.2758,0,-0.9522],[0.2779,0,-0.922],[0.2797,0,-0.8918],[0.2813,0,-0.8616],[0.2828,0,-0.8314],[0.2842,0,-0.8012],[0.2855,0,-0.771],[0.2866,0,-0.7408],[0.2877,0,-0.7106],[0.2887,0,-0.6803],[0.2896,0,-0.6501],[0.2905,0,-0.6199],[0.2912,0,-0.5896],[0.292,0,-0.5594],[0.2926,0,-0.5292],[0.2931,0,-0.4989],[0.2936,0,-0.4687],[0.294,0,-0.4385],[0.2943,0,-0.4082],[0.2946,0,-0.378],[0.2947,0,-0.3478],[0.2948,0,-0.3175],[0.2948,0,-0.2873],[0.2948,0,-0.257],[0.2947,0,-0.2268],[0.2946,0,-0.1966],[0.2944,0,-0.1663],[0.2943,0,-0.1361],[0.2942,0,-0.1058],[0.2941,0,-0.0756],[0.294,0,-0.0454],[0.294,0,-0.0151],[0.294,0,0.0151],[0.294,0,0.0454],[0.2941,0,0.0756],[0.2942,0,0.1058],[0.2943,0,0.1361],[0.2944,0,0.1663],[0.2946,0,0.1966],[0.2947,0,0.2268],[0.2948,0,0.257],[0.2948,0,0.2873],[0.2948,0,0.3175],[0.2947,0,0.3478],[0.2946,0,0.378],[0.2943,0,0.4082],[0.294,0,0.4385],[0.2936,0,0.4687],[0.2931,0,0.4989],[0.2926,0,0.5292],[0.292,0,0.5594],[0.2912,0,0.5896],[0.2905,0,0.6199],[0.2896,0,0.6501],[0.2887,0,0.6803],[0.2877,0,0.7106],[0.2866,0,0.7408],[0.2855,0,0.771],[0.2842,0,0.8012],[0.2828,0,0.8314],[0.2813,0,0.8616],[0.2797,0,0.8918],[0.2779,0,0.922],[0.2758,0,0.9522],[0.2736,0,0.9823],[0.271,0,1.0125],[0.2682,0,1.0426],[0.2651,0,1.0727],[0.2617,0,1.1027],[0.258,0,1.1327],[0.2539,0,1.1627],[0.2495,0,1.1926],[0.2449,0,1.2225],[0.24,0,1.2523],[0.2349,0,1.2821],[0.2296,0,1.3119],[0.2242,0,1.3417],[0.2188,0,1.3714],[0.2133,0,1.4011],[0.208,0,1.4309],[0.2028,0,1.4607],[0.1977,0,1.4905],[0.193,0,1.5204],[0.1885,0,1.5503],[0.1844,0,1.5802],[0.1808,0,1.6103],[0.1776,0,1.6403],[0.175,0,1.6705],[0.1729,0,1.7006],[0.1714,0,1.7308],[0.1705,0,1.7611],[0.1703,0,1.7913],[0.1707,0,1.8215],[0.1717,0,1.8518],[0.1735,0,1.8819],[0.1758,0,1.9121],[0.1789,0,1.9422],[0.1826,0,1.9722],[0.1869,0,2.0021],[0.1918,0,2.032],[0.1973,0,2.0617],[0.2034,0,2.0913],[0.21,0,2.1208],[0.2171,0,2.1502],[0.2248,0,2.1795],[0.2329,0,2.2086],[0.2415,0,2.2376],[0.2505,0,2.2665],[0.2599,0,2.2952],[0.2697,0,2.3238],[0.2799,0,2.3523],[0.2904,0,2.3806],[0.3013,0,2.4088],[0.3125,0,2.4369],[0.324,0,2.4649],[0.3357,0,2.4928],[0.3478,0,2.5205],[0.3601,0,2.5481],[0.3726,0,2.5757],[0.3854,0,2.6031]],"end":["out","out"]},{"points":[[0.2725,0.2725,-2.6031],[0.2635,0.2635,-2.5757],[0.2546,0.2546,-2.5481],[0.2459,0.2459,-2.5205],[0.2374,0.2374,-2.4928],[0.2291,0.2291,-2.4649],[0.221,0.221,-2.4369],[0.2131,0.2131,-2.4088],[0.2054,0.2054,-2.3806],[0.1979,0.1979,-2.3523],[0.1907,0.1907,-2.3238],[0.1838,0.1838,-2.2952],[0.1771,0.1771,-2.2665],[0.1708,0.1708,-2.2376],[0.1647,0.1647,-2.2086],[0.1589,0.1589,-2.1795],[0.1535,0.1535,-2.1502],[0.1485,0.1485,-2.1208],[0.1438,0.1438,-2.0913],[0.1395,0.1395,-2.0617],[0.1356,0.1356,-2.032],[0.1321,0.1321,-2.0021],[0.1291,0.1291,-1.9722],[0.1265,0.1265,-1.9422],[0.1243,0.1243,-1.9121],[0.1227,0.1227,-1.8819],[0.1214,0.1214,-1.8518],[0.1207,0.1207,-1.8215],[0.1204,0.1204,-1.7913],[0.1206,0.1206,-1.7611],[0.1212,0.1212,-1.7308],[0.1223,0.1223,-1.7006],[0.1237,0.1237,-1.6705],[0.1256,0.1256,-1.6403],[0.1278,0.1278,-1.6103],[0.1304,0.1304,-1.5802],[0.1333,0.1333,-1.5503],[0.1364,0.1364,-1.5204],[0.1398,0.1398,-1.4905],[0.1434,0.1434,-1.4607],[0.1471,0.1471,-1.4309],[0.1509,0.1509,-1.4011],[0.1547,0.1547,-1.3714],[0.1585,0.1585,-1.3417],[0.1624,0.1624,-1.3119],[0.1661,0.1661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