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{"sheet":"説明","index":0,"n_rows":36,"n_cols":8,"rows_kept":36,"cut":false,"hidden":false,"merged":[]}
["バイリニア型１自由度系システムの地震応答計算（グラフ付き）",null,null,null,null,"作成者","伊津野 和行"]
["Version","3.1",null,null,null,"連絡先","izuno@se.ritsumei.ac.jp"]
["最終更新日","2018-09-19",null,null,null,null,"〒525-8577　草津市野路東1-1-1"]
[null,null,null,null,null,null,"立命館大学理工学部環境都市工学科教授"]
["使用方法"]
[1,"下のタグから計算シートを選び、B2～B9まで必要なデータを入力する。"]
[2,"初期状態では、50個の入力加速度に対して計算するようになっているので、"]
[null,"必要なだけ、51行目の数式を、下方向へコピー＆ペーストする。"]
[3,"セルＤ２に１列になった地震加速度を貼り付ける。単位はgal(=cm/s2)。"]
[null,"複数の列になったデータの場合、整形して縦１列にしておくことが必要。"]
[4,"「グラフ」シートで「表示」→「マクロ」、Responseというマクロを実行すれば、揺れている様子をグラフでアニメーション表示する。"]
[null,"再度グラフを描く時は「表示」→「マクロ」でInitializeというマクロを実行。"]
[]
["結果","最大値等","Ｂ列の１２行目から２２行目まで"]
[null,"時刻歴応答","Ｃ列","時間軸","s","Ｌ列","相対速度","m/s"]
[null,null,"Ｄ列","地震加速度","gal=cm/s2","Ｎ列","絶対応答加速度","m/s2"]
[null,null,"Ｅ列","相対変位","m","Ｉ列","復元力","kN"]
[null,null,"Ｑ列","累積履歴エネルギー吸収量","kN.m","Ｒ列","累積入力エネルギー量","kN.m"]
[null,null,"他の列","計算途中に必要なだけの列なので無視してよい。"]
[]
["解法","数値積分は酒井らの非反復時間積分法による。"]
[null,"酒井久和，澤田純男，土岐憲三：収束計算を行わない動的非線形FEMのための時間積分法，"]
[null,"土木学会論文集，No.507, pp.137-147, 1995.1."]
[]
[null,"バイリニアの計算には、前ステップからの初期剛性によって決まる点と、"]
[null,"正の降伏域にある点、および負の降伏域にある点の３点の復元力を比較し、"]
[null,"大きくも小さくもない点を採用するという単純な方法をとっている。"]
[]
["Thanks to: ","酒井久和氏","川村弘昌氏"]
[]
["改訂履歴","ver.1.0","1997.3.3","最初のバージョン完成"]
[null,"ver.1.1","1997.3.12","応答解析メニューを追加"]
[null,"ver.1.2","2001.5.30","SI単位への移行"]
[null,"ver.2.0","2013.2.22","積分法をオペレータ・スプリッティング法から非反復時間積分法へ変更"]
[null,"ver.3.0","2015.11.6","グラフの追加"]
[null,"ver.3.1","2018.9.19","グラフが動かなくなっていたのを修正"]

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["入力情報",null,"時間軸(s)","地震波(gal)","相対変位(m)","線形域","正降伏域","負降伏域","復元力(kN)","調整外力","調整外力の増分","相対速度(m/s)","相対加速度","絶対加速度(m/s2)","履歴エネルギー","入力エネルギー","累積履歴エネルギー吸収量 (kN.m)","累積入力エネルギー量 (kN.m)"]
["時間刻み　Δt (s)",0.01,{"$f":"IF(ROW(C1)<=$B$3,ROW(C1)*$B$2,\" \")","v":0.01},16.170000000000002,0,null,null,null,0,0,null,0,0,{"$f":"D2/100+M2","v":0.16170000000000001},0,0,0,0]
["データ数　N",3000,{"$f":"IF(ROW(C2)<=$B$3,ROW(C2)*$B$2,\" \")","v":0.02},17.103999999999999,{"$f":"(-$B$4*D3/100+J2+$B$4*(4*E2/$B$2/$B$2+4*L2/$B$2+M2)+$B$25*(2*E2/$B$2+L2))/$B$26","v":-4.2507042885726647E-6},{"$f":"$B$12*(E3-E2)+I2","v":-0.44832899949285276},{"$f":"$B$13*(E3-$B$7)+$B$6","v":2060.6707600568079},{"$f":"$B$13*(E3+$B$7)-$B$6","v":-2060.9063008750918},{"$f":"IF(F3>G3,G3,IF(F3<H3,H3,F3))","v":-0.44832899949285276},{"$f":"$B$12*E3-I3","v":0},{"$f":"J3-J2","v":0},{"$f":"-L2+2/$B$2*(E3-E2)+K3*$B$2/2/$B$27","v":-8.5014085771453296E-4},{"$f":"-M2-4*L2/$B$2+4/$B$2/$B$2*(E3-E2)+K3/$B$27","v":-0.17002817154290659},{"$f":"D3/100+M3","v":1.0118284570934111E-3},{"$f":"(I2+I3)*(E3-E2)/2","v":9.5285700041788063E-7},{"$f":"-(D2/100*L2+D3/100*L3)*$B$2/2*$B$4","v":5.3800994152292667E-4},{"$f":"Q2+O3","v":9.5285700041788063E-7},{"$f":"R2+P3","v":5.3800994152292667E-4}]
["質量　m (ton)",740,0.03,17.838000000000001,-2.1355530469838023E-5,{"$f":"$B$12*(E4-E3)+I3","v":-2.2524040627621611},{"$f":"$B$13*(E4-$B$7)+$B$6","v":2060.1968521486315},{"$f":"$B$13*(E4+$B$7)-$B$6","v":-2061.3802087832682},{"$f":"IF(F4>G4,G4,IF(F4<H4,H4,F4))","v":-2.2524040627621611},{"$f":"$B$12*E4-I4","v":0},{"$f":"J4-J3","v":0},-2.5708243785385393E-3,-0.17410853262189463,4.2714673781053814E-3,{"$f":"(I3+I4)*(E4-E3)/2","v":2.3097784795934266E-5},{"$f":"-(D3/100*L3+D4/100*L4)*$B$2/2*$B$4","v":2.234769456304634E-3},{"$f":"Q3+O4","v":2.4050641796352146E-5},2.7727793978275608E-3]
["減衰定数　h",0.02,0.04,18.117999999999999,-5.5696225173805088E-5,-5.8743754475768011,2059.2454056609549,-2062.3316552709443,{"$f":"IF(F5>G5,G5,IF(F5<H5,H5,F5))","v":-5.8743754475768011},0,0,-4.2973145622548746E-3,-0.17118950412137224,9.990495878627742E-3,1.3953962704550265E-4,4.5775330886222571E-3,1.6359026884185478E-4,7.3503124864498174E-3]
["降伏耐力　Py (kN)",2795,0.05,17.888999999999999,-1.069690815399687E-4,-11.282210675630662,2057.8248351243587,-2063.752225807541,-11.282210675630662,0,0,-5.9572567109778488E-3,-0.16079892562322273,1.8091074376777261E-2,4.3983358801446599E-4,6.8238400900398118E-3,6.0342385685632077E-4,1.4174152576489629E-2]
["降伏変位　δy (m)",2.6499999999999999E-2,0.06,17.183,-1.741475616143699E-4,-18.367639045742031,2055.9635818950574,-2065.6134790368424,-18.367639045742031,0,0,-7.478439303902391E-3,-0.14343759296168601,2.8392407038313999E-2,9.9591591935811264E-4,8.6976413508805892E-3,1.5993397762144334E-3,2.2871793927370217E-2]
["終局耐力　Pu (kN)",4341,7.0000000000000007E-2,15.983000000000001,-2.5549828420879159E-4,-26.94783790051217,2053.7096711937852,-2067.8673897381145,-26.94783790051217,0,0,-8.7917052149819475E-3,-0.11921558925422504,4.0614410745774959E-2,1.8432233971443185E-3,9.9537343393704177E-3,3.4425631733587519E-3,3.2825528266740636E-2]
["終局変位　δu (m)",8.2299999999999998E-2,0.08,14.183,-3.4858209974633484E-4,-36.765545992113431,2051.1306823260247,-2070.446378605875,-36.765545992113431,0,0,-9.8250578925267017E-3,-8.7454946254725829E-2,5.4375053745274182E-2,2.9653424367669201E-3,1.0355064960008219E-2,6.4079056101256724E-3,4.3180593226748859E-2]
[null,null,0.09,11.743,-4.5022514787405752E-4,-47.486010879546825,2048.3145505624857,-2073.262510369414,-47.486010879546825,0,0,-1.0503551733017832E-2,-4.8243821843500179E-2,6.9186178156499828E-2,4.2817925249708641E-3,9.7196041513497814E-3,1.0689698135096536E-2,5.2900197378098639E-2]
["計算結果等",null,0.1,8.8650000000000002,-5.5657129080811192E-4,-58.702519162591429,2045.3681144159616,-2076.2089465159379,-58.702519162591429,0,0,-1.076567685379305E-2,-4.1812023115435082E-3,8.4468797688456498E-2,5.6463702969091825E-3,8.0948945324590404E-3,1.6336068432005718E-2,6.0995091910557679E-2]
["初期剛性　k1 (kN/m)",{"$f":"B6/B7","v":105471.69811320755},0.11,5.8339999999999996,-6.6330127852905565E-4,-69.959512207121151,2042.4110434300014,-2079.1660175018983,-69.959512207121151,0,0,-1.0580320690395698E-2,4.1252434991013942E-2,9.9592434991013945E-2,6.8660485141205495E-3,5.8150427000158243E-3,2.3202116946126269E-2,6.6810134610573502E-2]
["第２剛性　k2 (kN/m)",{"$f":"(B8-B6)/(B9-B7)","v":27706.093189964158},0.12,2.806,-7.6592677259771681E-4,-80.783597336249755,2039.5676919276689,-2082.0093690042308,-80.783597336249755,0,0,-9.944778123336535E-3,8.5856078420818882E-2,0.11391607842081888,7.7350430471673755E-3,3.3163336179084803E-3,3.0937159993293644E-2,7.0126468228481981E-2]
["固有円振動数ω (rad/s)",{"$f":"SQRT(B12/B4)","v":11.938564477130607},0.13,-0.24099999999999999,-8.599976420013833E-4,-90.705411675240242,2036.9613556535101,-2084.6157052783897,-90.705411675240242,0,0,-8.8693957573967638E-3,0.12922039476713554,0.12681039476713554,8.0660600854420301E-3,9.5339835235233887E-4,3.9003220078735676E-2,7.1079866580834317E-2]
["固有振動数　f (Hz)",{"$f":"B14/2/PI()","v":1.900081549956645},0.14000000000000001,-3.3260000000000001,-9.4118794643074553E-4,-99.268690953733355,2034.7118895128685,-2086.865171419031,-99.268690953733355,0,0,-7.3686651284756797E-3,0.17092573101708108,0.13766573101708107,7.712027613070634E-3,-9.858910700091812E-4,4.6715247691806308E-2,7.0093975510825135E-2]
["固有周期　T (s)",{"$f":"2*PI()/B14","v":0.52629320042753824},0.15,-6.3079999999999998,-1.0053767695160226E-3,-106.03879512442579,2032.9334679987137,-2088.643592933186,-106.03879512442579,0,0,-5.469099488579739E-3,0.20898739696210722,0.14590739696210722,6.589222950976973E-3,-2.1832686122770307E-3,5.3304470642783278E-2,6.7910706898548098E-2]
["最大地震加速度 (m/s2)",{"$f":"MAX(MAX($D$2:INDIRECT(ADDRESS(B3+1,4))),-MIN($D$2:INDIRECT(ADDRESS(B3+1,4))))/100","v":8.1202000000000005},0.16,-8.9580000000000002,-1.0488279055856939E-3,-110.62166023064206,2031.7296067735576,-2089.8474541583419,-110.62166023064206,0,0,-3.2211277253545167E-3,0.24060695568293688,0.15102695568293689,4.7070714632749967E-3,-2.34409584429441E-3,5.8011542106058273E-2,6.5566611054253682E-2]
["最大応答加速度 (m/s2)",{"$f":"MAX(MAX($N$2:INDIRECT(ADDRESS($B$3+1,14))),-MIN($N$2:INDIRECT(ADDRESS($B$3+1,14))))","v":8.1926805049573961},0.17,-11.179,-1.0684139408998394E-3,-112.68743263453024,2031.1869542539221,-2090.3901066779777,-112.68743263453024,0,0,-6.9607933747458869E-4,0.2644027218930487,0.1526127218930487,2.1868698894135338E-3,-1.3555443238621049E-3,6.0198411995471809E-2,6.4211066730391578E-2]
["最大応答変位 (m)",{"$f":"MAX(MAX($E$2:INDIRECT(ADDRESS($B$3+1,5))),-MIN($E$2:INDIRECT(ADDRESS($B$3+1,5))))","v":0.14356945979858912},0.18,-13.048999999999999,-1.0617434144980431E-3,-111.9838808876238,2031.3717684800363,-2090.2052924518634,-111.9838808876238,0,0,2.0301846178338596E-3,0.28085006916864097,0.15036006916864098,-7.4933796428789735E-4,6.9228510208596756E-4,5.9449074031183914E-2,6.4903351832477543E-2]
["最大応答速度 (m/s)",{"$f":"MAX(MAX($L$2:INDIRECT(ADDRESS($B$3+1,12))),-MIN($L$2:INDIRECT(ADDRESS($B$3+1,12))))","v":0.97625971489233232},0.19,-14.654999999999999,-1.0271549241177434E-3,-108.33577407204125,2032.330080417813,-2089.2469805140863,-108.33577407204125,0,0,4.887513458226066E-3,0.29061569890980055,0.14406569890980056,-3.8102621330816542E-3,3.6303803859114303E-3,{"$f":"Q19+O20","v":5.5638811898102263E-2},6.8533732218388974E-2]
["最大復元力 (kN)",{"$f":"MAX(MAX($I$2:INDIRECT(ADDRESS($B$3+1,9))),-MIN($I$2:INDIRECT(ADDRESS($B$3+1,9))))","v":6038.5373628784728},0.2,-15.932,-9.6369072680818656E-4,-101.64209741241062,2034.088425382698,-2087.4886355492017,-101.64209741241062,0,0,7.8053260036853086E-3,0.29294681018204827,0.13362681018204825,-6.6630385332650151E-3,7.2512956539776416E-3,4.8975773364837244E-2,7.5785027872366614E-2]
["最大塑性率μmax",{"$f":"B19/B7","v":5.4177154640977028},0.21,-16.748000000000001,-8.7115045961403716E-4,-91.881718287593728,2036.6523546494032,-2084.9247062824966,-91.881718287593728,0,0,1.0702727435144574E-2,0.2865334761098044,0.11905347610980438,-8.9543728066548648E-3,1.1233338120057081E-2,4.0021400558182381E-2,8.7018365992423699E-2]
[null,null,0.22,-17.103000000000002,-7.5017214645546376E-4,-79.121930163887583,2040.0041910677394,-2081.5728698641606,-79.121930163887583,0,0,1.3492935196570107E-2,0.27150807617530237,0.10047807617530236,-1.0343866466810949E-2,1.5170701140777374E-2,2.967753409137143E-2,0.10218906713320107]
[null,null,0.23,-17.161000000000001,-6.022112255687365E-4,-63.5162405835705,2044.1036101302998,-2077.4734508015999,-63.5162405835705,0,0,1.6099248980775346E-2,0.24975468066574624,7.814468066574623E-2,-1.0552437548696069E-2,1.87608086497629E-2,1.9125096542675361E-2,0.12094987578296397]
["粘性減衰係数　c",{"$f":"2*B5*SQRT(B4*B12)","v":353.38150852306592},0.24,-17.055,-4.2940147934138287E-4,-45.289703198459051,2048.8914930634091,-2072.6855678684906,-45.289703198459051,0,0,1.8462700264695375E-2,0.22293557611826031,5.2385576118260307E-2,-9.4013637665001145E-3,2.1872940896618218E-2,9.7237327761752462E-3,0.14282281667958219]
["（K+2C/dt+4M/dt/dt）",{"$f":"B12+2*B25/B2+4*B4/B2/B2","v":29776147.999817822},0.25,-16.715,-2.3443211376789538E-4,-24.725953131368577,2054.2933324751762,-2067.2837284567231,-24.725953131368577,0,0,2.0531172850002125E-2,0.19075894094308943,2.3608940943089435E-2,-6.8254540474189142E-3,2.4348216566480112E-2,2.898278728756332E-3,0.16717103324606231]
["（M+dt*C/2）",{"$f":"B4+B2*B25/2","v":741.76690754261529},0.26,-15.95,-2.0556226601350898E-5,-2.168100126444358,2060.2189977360986,-2061.3580631958007,-2.168100126444358,-1.021405182655144E-14,-1.021405182655144E-14,2.2244004583306769E-2,0.15180740571783957,-7.692594282160431E-3,-2.8759947500095187E-3,2.5824905809786552E-2,2.2283978746813309E-5,0.19299593905584886]
["継続時間",{"$f":"B2*B3","v":30},0.27,-14.686,2.0832723935110842E-4,21.97262769759805,2066.5604643734196,-2055.0165965584802,21.97262769759805,0,1.021405182655144E-14,2.3532688607185097E-2,0.10592939905782651,-4.0930600942173476E-2,2.2664644560183491E-3,2.591453870558794E-2,2.2887484347651624E-3,0.21891047776143679]
[null,null,0.28000000000000003,-13.034000000000001,4.4767514198697651E-4,47.217057428437727,2073.1918596686714,-2048.3852012632283,47.217057428437727,0,0,2.4336891919988522E-2,5.4911263502857466E-2,-7.5428736497142546E-2,8.2802030094763918E-3,2.4523900224299278E-2,1.0568951444241553E-2,0.24343437798573608]
[null,null,0.28999999999999998,-11.119,6.9243541431986242E-4,73.03233898203834,2079.9732105831272,-2041.6038503487723,73.03233898203834,0,0,2.4615162546588659E-2,7.4286181716942679E-4,-0.11044713818283057,1.4716137506646637E-2,2.1863412540704039E-2,2.5285088950888192E-2,0.26529779052644015]
[null,null,0.3,-8.9179999999999993,9.372050613497858E-4,98.84860930085479,2086.7548212338133,-2034.8222396980866,98.84860930085479,0,0,2.4338766859396017E-2,-5.6021999255698063E-2,-0.14520199925569804,2.1035619521186134E-2,1.8157717262681679E-2,4.6320708472074326E-2,0.28345550778912182]
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