#author("2022-12-09T19:06:15+09:00","default:kouzouken","kouzouken")
#contents
*３年次 [#w5aea7cb]
**創造工房実習 [#pdacb97e]
***12/2 異方性の単純梁(1次)と2次要素のサンドウィッチ梁 [#ua513169]
自分の分
,メッシュ長さ,要素数,先端変位,相対誤差
,1.3,28343,0.0836677038265,-15.49
,1.8,10933,0.0840217172414,-15.13
全員の分
,メッシュ長さ,要素数,先端変位,相対誤差,計算者
,0.7,155266,0.0861,-13.0,関合
,0.8,138453,0.083487,-15.7,岡田
,0.9,82766,0.083312,-15.8,松田
,1.2,32279,0.083574,-15.6,青野
,1.3,28343,0.083668,-15.49,山口
,1.4,23667,0.083680,-15.48,山本
,1.5,19958,0.083516,-15.6,進藤
,1.6,19451,0.086037,-13.1,河合
,1.8,10933,0.084022,-15.13,山口
,2,10764,0.083324,-15.8,進藤
,3,3618,0.083497,-15.66,山本
,4,1623,0.0852,-13.9,関合
,5,1007,0.083104,-16.1,千代岡
,6,842,0.0821,-17.1,高井
,7,554,0.080750,-18.4,青野
,8,289,0.079715,-19.5,岡田
,9,261,0.078427,-20.78,松田
,10,232,0.082495,-16.67,河合
***11/25 単純梁 異方性：1次要素 等方性：2次要素 [#t4133d50]
異方性一次
自分の分
,メッシュ長さ,要素数,先端変位,相対誤差
,1.3,23132,0.488410,-0.67
,1.8,11677,0.478552,-2.67
全員の分
,メッシュ,要素数,先端変位,相対誤差,計算者
,0.5,604167,0.509167,3.56,千代岡
,0.6,203209,0.5047,2.6,高井
,0.7,145234,0.5036,2.42,関合
,0.8,140987,0.5028270,2.3,岡田
,0.9,91974,0.500527,1.80,松田
,1.2,24800,0.4873933,-0.9,青野
,1.3,23132,0.4884,-0.67,山口
,1.4,17617,0.484033,-1.56,山本
,1.5,15433,0.4820229,-2.0,進藤
,1.6,15900,0.483285,-1.7,河合
,1.8,11677,0.47855,-2.67,山口
,2,10460,0.479058,-2.6,進藤
,3,2436,0.4278688,-12.98,山本
,4,1453,0.42772,-13.02,関合
,5,431,0.273640,-44.3,千代岡
,6,360,0.3393,31.0,高井
,7,196,0.213628,-58.5,青野
,8,104,0.22574,-54.1,岡田
,9,81,0.227502,-53.7,松田
,10,78,0.203271,-58.7,河合
等方性二次
自分の分
,メッシュ長さ,要素数,先端変位,相対誤差
,1.3,23132,0.429886,3.16
,1.8,11677,0.429624,3.10
全員の分
,メッシュ,要素数,先端変位,相対誤差,計算者
,0.6,203209,0.4238,0.98,高井
,0.7,145234,0.43011,3.22,関合
,0.8,140987,0.430058,3.2,岡田
,0.9,91974,0.42991,3.18,松田
,1.2,24800,0.42978,3.14,青野
,1.3,23132,0.42989,3.16,山口
,1.4,17617,0.42975,3.13,山本
,1.5,15433,0.429844,3.2,進藤
,1.6,15900,0.429754,3.13,河合
,1.8,11677,0.42962,3.10,山口
,2,10460,0.4296050,3.1,進藤
,3,2486,0.4292,3.00,山本
,4,1453,0.4293,3.02,関合
,5,431,0.427885,2.69,千代岡
,6,360,0.4282,2.78,高井
,7,196,0.4260623,2.25,青野
,8,104,0.4263067,2.3,岡田
,9,81,0.425133,3.18,松田
,10,78,0.424466,1.8,河合
***11/18 単純梁 [#gb770cc7]
自分の分
,メッシュ長さ,要素数,先端変位,相対誤差
,1.3,23132,0.404500,-2.93
,1.8,11677,0.404457,-0.03
全員の分
,メッシュの長さ,要素数,先端変位,相対誤差,計算者
,0.5,604167,0.428982,2.94,千代岡
,0.6,361584,0.421223,1.09,高井
,0.7,145234,0.4225,1.4,関合
,0.8,140987,0.422627385,1.4,岡田
,0.9,91857,0.420351606,0.88,松田
,1.2,24520,0.404744325,-2.87,青野
,1.3,23132,0.4045,-2.93,山口
,1.4,17580,0.3986,-4.34,山本
,1.5,15433,0.396317756757,4.9,進藤
,1.6,15900,0.399049,-4.24,河合
,1.8,11677,0.404457,-0.03,山口
,2,10406,0.394819715517,5.3,進藤
,3,2344,0.32447,-22.13,山本
,4,1453,0.3329,-20.1,関合
,5,431,0.136240,-67.3,千代岡
,6,360,0.21304,-48.9,高井
,7,196,0.1019892,-75.5,青野
,8,104,0.1158624,-72.2,岡田
,9,81,0.1247076,-70.1,松田
,10,78,0.07733,-81.4,河合
http://www.str.ce.akita-u.ac.jp/~gotouhan/j2022/yamaguchi/tanjyun1.png
***11/11 片持ち梁 [#tc19bc6f]
自分の分
,メッシュ長さ,要素数,先端変位,相対誤差
,1.3,5767,6.29784,-5.6
,1.8,2952,6.17161,-7.5
全員の分
,メッシュ長さ,要素数,先端変位,相対誤差,計算者
,0.5,59504,6.56,-1.5,千代岡
,0.6,45512,6.48774,-2.69,高井
,0.7,39075,6.54133,-2.0,関合
,0.8,13397,6.43695,-3.5,岡田
,0.9,9903,6.36315,-4.6,松田
,1.2,6256,6.3043375,-5.4,青野
,1.3,5767,6.29784,-5.6,山口
,1.4,5199,6.29990,-5.55,山本
,1.5,3935,6.24807,-6.3,進藤
,1.6,3400,6.20446,-6.98,河合
,1.8,2952,6.17161,-7.5,山口
,2,1632,5.64585,-15.3,進藤
,3,682,5.47288,-17.9,山本
,4,264,3.6161,-45.8,関合
,5,191,3.86,-42,千代岡
,6,520,6.3660625,-4.51,高井
,7,75,1.41225,-78.8,青野
,8,56,1.2887175,-80.7,岡田
,9,49,1.28799,-80.9,松田
,10,44,1.226075,-81.6,河合
http://www.str.ce.akita-u.ac.jp/~gotouhan/j2022/yamaguchi/katamochi1.png
***11/4 グラフ貼り付け [#geb5a133]
http://www.str.ce.akita-u.ac.jp/~gotouhan/j2022/yamaguchi/bbb.png
http://www.str.ce.akita-u.ac.jp/~gotouhan/j2022/yamaguchi/ccc.png
![[PukiWiki]](image/pukiwiki.png "[PukiWiki]")
