armadura metodo matricial
12
EJE 1 0.18 m2 10193679.92 tn/m2 NUDO FUERZAS APLICADAS X Y 1 5 2 2 7 -6 3 5 4 4 5 2 5 7 -6 6 7 -6 7 7 -6 8 7 -6 9 0 0 10 0 0 11 0 0 12 0 0 DATOS DE LAS BARRAS BARRAS INICIO FIN AREA 1 12 1 0 0 -2 5 12 2 1 2 1 2 3 4 5 6 7 8 9 10 11 12 13 15 1 12
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Transcript of armadura metodo matricial
EJE 1
0.18 m210193679.92 tn/m2
NUDO FUERZAS APLICADASX Y
1 5 22 7 -63 5 44 5 25 7 -66 7 -67 7 -68 7 -69 0 0
10 0 011 0 012 0 0
DATOS DE LAS BARRASBARRAS INICIO FIN AREA
1 12 10 0 -2 5 12
2 1 2
1
2
3
4
5
6
7
8
9
10
11
12
13
15
1
12
-2 5 0 73 1 3
-2 5 2 54 12 3
0 0 2 55 12 11
0 0 2 06 3 2
2 5 2 77 11 3
2 0 2 58 2 4
2 7 9 79 3 5
2 5 9 510 3 6
2 -5 6 -411 11 6
2 0 6 412 11 10
2 0 5 013 10 6
5 0 6 414 6 7
6 4 9 415 10 9
5 0 9 016 5 4
9 5 9 717 5 8
-9 5 -11 418 7 8
9 4 11 419 9 7
9 0 9 420 8 4
11 4 9 721 9 8
9 0 11 4
1A -0.371390676 0 At
0.928476691 00 -0.3713906760 0.928476691 k_
A1 -126542.2335 126542.2335
1316355.5837 -316355.5837 K126542.2335 -126542.2335-316355.5837 316355.5837
2A 0.447213595 0 At
0.447213595 00 0.4472135950 0.447213595 k_
A1 152377.0273 -152377.0273152377.0273 -152377.0273 K-152377.0273 152377.0273-152377.0273 152377.0273
2A 0.447213595 0 At
0.447213595 00 0.4472135950 0.447213595 k_
A1 152377.0273 -152377.0273152377.0273 -152377.0273 K-152377.0273 152377.0273-152377.0273 152377.0273
3A 1 0 At
0 00 10 0 k_
A1 340725.3912 -340725.39120 0 K
-340725.3912 340725.39120 0
LONGITUD CX CY K5.385164807 340725.3912
-0.371390676 0.9284766914.472135955 410287.7023
14
15
16
1718
19
20
21
2
3
4
5
6 7 8
9101112
0.447213595 0.4472135954 458715.5963
1 05.385164807 340725.3912
0.371390676 0.9284766912 917431.1927
1 02 917431.1927
0 15 366972.4771
0 17 262123.1979
1 07 262123.1979
1 04.123106 445019.4551
0.970142412 0.2425356035.656854 324360.9231
0.707106812 0.7071068123 611620.7951
1 04.123106 445019.4551
0.242535603 0.9701424123 611620.7951
1 04 458715.5963
1 02 917431.1927
0 12.236068 820575.3963
-0.894427182 -0.4472135912 917431.1927
1 04 458715.5963
0 13.605551 508899.3015
-0.554700239 0.8320503584.472136 410287.6982
0.447213591 0.894427182
-0.371390676 0.928476691 0 0
40 0 -0.371390676 0.928476691
340725.3912 -340725.3912-340725.3912 340725.3912
46996.60568 -117491.5142 -46996.60568 117491.51424
-117491.5142 293728.7855 117491.5142 -293728.7855-46996.60568 117491.5142 46996.60568 -117491.5142117491.5142 -293728.7855 -117491.5142 293728.7855
0.447213595 0.447213595 0 0
50 0 0.447213595 0.447213595
366972.4771 -366972.4771-366972.4771 366972.4771
-56591.40721 -56591.40721 56591.40721 56591.40721141478.518 141478.518 -141478.518 -141478.518
56591.40721 56591.40721 -56591.40721 -56591.40721-141478.518 -141478.518 141478.518 141478.518
0.447213595 0.447213595 0 0
60 0 0.447213595 0.447213595
445019.4551 -445019.4551-445019.4551 445019.4551
-56591.40721 -56591.40721 56591.40721 56591.40721141478.518 141478.518 -141478.518 -141478.518
56591.40721 56591.40721 -56591.40721 -56591.40721-141478.518 -141478.518 141478.518 141478.518
1 0 0 0
60 0 1 0
458715.5963 -458715.5963-458715.5963 458715.5963
-126542.2335 0 126542.2335 0316355.5837 0 -316355.5837 0126542.2335 0 -126542.2335 0-316355.5837 0 316355.5837 0
A 0 0 At 00 0 00 00 0 k_ 0
0
A1 0 0
0 0 K 00 0 00 0 0
0
A 0 0 At 00 0 00 00 0 k_ 0
0
A1 0 00 0 K 00 0 00 0 0
0
A 0 0 At 00 0 00 00 0 k_ 0
0
A1 0 00 0 K 00 0 00 0 0
0
A 0 0 At 00 0 00 00 0 k_ 0
0
A1 0 00 0 K 00 0 00 0 0
0
0 0 00 0 0
00
0 0 00 0 00 0 00 0 0
0 0 00 0 0
00
0 0 00 0 00 0 00 0 0
0 0 00 0 0
00
0 0 00 0 00 0 00 0 0
0 0 00 0 0
00
0 0 00 0 00 0 00 0 0
