{"text_format":"1","workbook":"xlsx","n_sheets":2,"sheets":["ReadMe","応答計算"],"not_rendered":{"charts":1,"images":0,"macros":1,"external_links":0,"defined_names":0,"comments":0,"pivot_tables":0},"unopened":[],"bounds":{"document_bytes":16777216,"sheet_cells":100000,"rows_first":2000,"rows_last":500,"rows_between":2000,"halvings":0,"cell_chars":16384,"cell_head_chars":4096},"cells_cut":0,"cells_raw":0,"read":"whole","date_system":"1900"}

{"sheet":"ReadMe","index":0,"n_rows":12,"n_cols":7,"rows_kept":12,"cut":false,"hidden":false,"merged":[]}
["1自由度系の地震応答解析",null,null,null,"ver.1.1","2021-10-17","伊津野和行"]
[null,null,null,null,null,null,"立命館大学理工学部環境都市工学科"]
["概要",null,null,null,null,null,"izuno@se.ritsumei.ac.jp"]
["【応答計算】","非線形1自由度系の地震応答を計算します．"]
[null,"履歴復元力モデルはB7セルのリストで，線形，バイリニア，剛性劣化Clough型を選べます．"]
[null,"E列に地震加速度波形（単位：cm/s/s＝gal）を貼り付け，計算実行ボタンを押せば計算が実行されます．"]
[null,"数値積分には，安定した陽解法である有理ルンゲ・クッタ法を用いています．"]
[null,"A. Wambecq: Rational Runge-Kutta methods for solving systems of ordinary differential equations, Computing, Vol. 20, Issue 4, pp 333-342, 1978."]
[]
["【改版履歴】"]
["2021-10-14","ver. 1.0","初版"]
["2021-10-17","ver. 1.1","クラフ型サブルーチンのバグ修正（特に計算結果に問題はない）"]

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["データ数",3000,null,null,0,0,0,0,0,0,0]
["時間刻み",0.01,"s",null,0.79300000000000004,0.01,-7.4824210989452355E-8,-3.2379307023849733E-5,1.8803141699549754E-5,-5.8514188900098607E-4,7.9300000000000013E-3]
["時間刻みの分割数",10,null,null,0.79300000000000004,0.02,-7.926740540018521E-7,-1.1102526741527702E-4,1.1812658957885063E-4,-7.3716482612739814E-3,7.9300000000000013E-3]
["質量",100,"t",null,0.79400000000000004,0.03,-2.2906941688993211E-6,-1.8830509799621614E-4,2.9497670128889091E-4,-2.1965466209040444E-2,7.9400000000000009E-3]
["減衰定数",0.02,null,null,0.79400000000000004,0.04,-4.5514829800347496E-6,-2.6344370392796613E-4,5.4735439251344016E-4,-4.4197691094225375E-2,7.9400000000000009E-3]
["履歴復元力モデル","クラフ",{"$f":"IF(B7=\"線形\",1,IF(B7=\"クラフ\",2,3))","v":2},null,0.79400000000000004,0.05,-7.5495964636364335E-6,-3.3565557194261395E-4,8.724401793896978E-4,-7.3817795061265221E-2,7.9400000000000009E-3]
["初期剛性",10000,"kN/m",null,0.79400000000000004,0.06,-1.1252190768248597E-5,-4.0423237742868897E-4,1.2667018412144064E-3,-0.11050088902429307,7.9400000000000009E-3]
["二次剛性",1000,"kN/m",null,0.79500000000000004,7.0000000000000007E-2,-1.5619727337213923E-5,-4.6855968612204217E-4,1.7259703978622673E-3,-0.15385465234134504,7.9500000000000005E-3]
["降伏耐力",500,"kN",null,0.79500000000000004,0.08,-2.0606633580394105E-5,-5.2800320807522326E-4,2.2454669566756838E-3,-0.20342656734455944,7.9500000000000005E-3]
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["【結果出力】",null,null,null,0.79600000000000004,0.1,-3.2225931074530149E-5,-6.3002273158190751E-4,3.4431056068356947E-3,-0.31910965142029318,7.9600000000000001E-3]
["粘性減衰係数",{"$f":"2*B6*SQRT(B5*B8)","v":40},"kN･s/m",null,0.79700000000000004,0.11,-3.8739085269957575E-5,-6.7162737813339314E-4,4.1089842595217483E-3,-0.3840333308268391,7.9700000000000014E-3]
["初期固有周期",{"$f":"2*PI()/SQRT(B8/B5)","v":0.62831853071795862},"s",null,0.79700000000000004,0.12,-4.5634285774017403E-5,-7.0641500751879966E-4,4.8106836477149134E-3,-0.4528117644707394,7.9700000000000014E-3]
["最大変位",{"$f":"MAX(MAX(OFFSET(G2,0,0,B2)),-MIN(OFFSET(G2,0,0,B2)))","v":0.41305356246245739},"m",null,0.79800000000000004,0.13,-4.7053059162016857E-5,-7.1252269563513331E-4,5.0259411292374948E-3,-0.47409320509834418,7.980000000000001E-3]
["最大速度",{"$f":"MAX(MAX(OFFSET(H2,0,0,B2)),-MIN(OFFSET(H2,0,0,B2)))","v":1.7396309693088572},"m/s",null,0.79800000000000004,0.14000000000000001,-4.7053059162016857E-5,-7.1252269563513331E-4,5.0259411292374948E-3,-0.47409320509834418,7.980000000000001E-3]
["最大加速度",{"$f":"MAX(MAX(OFFSET(I2,0,0,B2)),-MIN(OFFSET(I2,0,0,B2)))","v":8.7123796495562971},"m/s/s",null,0.79900000000000004,0.15,-4.7053059162016857E-5,-7.1252269563513331E-4,5.0259411292374948E-3,-0.47409320509834418,7.9900000000000006E-3]
["最大復元力",{"$f":"MAX(MAX(OFFSET(J2,0,0,B2)),-MIN(OFFSET(J2,0,0,B2)))","v":862.99659771248923},"kN",null,0.8,0.16,-4.7053059162016857E-5,-7.1252269563513331E-4,5.0259411292374948E-3,-0.47409320509834418,8.0000000000000002E-3]
["最大地震加速度",{"$f":"MAX(MAX(OFFSET(K2,0,0,B2)),-MIN(OFFSET(K2,0,0,B2)))","v":7.1727499999999997},"m/s/s",null,0.80100000000000005,0.17,-4.7053059162016857E-5,-7.1252269563513331E-4,5.0259411292374948E-3,-0.47409320509834418,8.0099999999999998E-3]
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