%%MatrixMarket matrix coordinate real symmetric %------------------------------------------------------------------------------- % UF Sparse Matrix Collection, Tim Davis % http://www.cise.ufl.edu/research/sparse/matrices/HB/nos3 % name: HB/nos3 % [SYMMETRIC MATRIX, FE APPROXIMATION TO BIHARMONIC OPERATOR ON PLATE] % id: 219 % date: 1982 % author: H. Simon % ed: I. Duff, R. Grimes, J. Lewis % fields: title A name id date author ed kind % kind: structural problem %------------------------------------------------------------------------------- 960 960 8402 1 1 86.86781 2 1 4.8849813e-15 3 1 -17.463532 4 1 -4.8849813e-15 41 1 -12.985187 42 1 1.3736264 43 1 -21.716953 44 1 17.857143 2 2 132.18945 3 2 -4.8849813e-15 4 2 -107.89795 41 2 -1.3736264 42 2 20.901614 43 2 17.857143 44 2 -33.047362 3 3 173.73562 4 3 8.8817842e-15 5 3 -17.463532 6 3 -3.7747583e-15 41 3 -21.716953 42 3 -17.857143 43 3 -25.970373 44 3 1.9984014e-15 45 3 -21.716953 46 3 17.857143 4 4 264.3789 5 4 -3.7747583e-15 6 4 -107.89795 41 4 -17.857143 42 4 -33.047362 43 4 1.7763568e-15 44 4 41.803228 45 4 17.857143 46 4 -33.047362 5 5 173.73562 6 5 1.2878587e-14 7 5 -17.463532 8 5 -9.547918e-15 43 5 -21.716953 44 5 -17.857143 45 5 -25.970373 46 5 7.1054274e-15 47 5 -21.716953 48 5 17.857143 6 6 264.3789 7 6 -9.7699626e-15 8 6 -107.89795 43 6 -17.857143 44 6 -33.047362 45 6 7.327472e-15 46 6 41.803228 47 6 17.857143 48 6 -33.047362 7 7 173.73562 8 7 1.9539925e-14 9 7 -17.463532 10 7 -9.9920072e-15 45 7 -21.716953 46 7 -17.857143 47 7 -25.970373 48 7 7.7715612e-15 49 7 -21.716953 50 7 17.857143 8 8 264.3789 9 8 -9.9920072e-15 10 8 -107.89795 45 8 -17.857143 46 8 -33.047362 47 8 7.7715612e-15 48 8 41.803228 49 8 17.857143 50 8 -33.047362 9 9 173.73562 10 9 1.1546319e-14 11 9 -17.463532 12 9 -2.4424907e-15 47 9 -21.716953 48 9 -17.857143 49 9 -25.970373 50 9 5.1070259e-15 51 9 -21.716953 52 9 17.857143 10 10 264.3789 11 10 -2.4424907e-15 12 10 -107.89795 47 10 -17.857143 48 10 -33.047362 49 10 5.1070259e-15 50 10 41.803228 51 10 17.857143 52 10 -33.047362 11 11 173.73562 12 11 3.1086245e-15 13 11 -17.463532 14 11 -6.6613381e-16 49 11 -21.716953 50 11 -17.857143 51 11 -25.970373 52 11 4.8849813e-15 53 11 -21.716953 54 11 17.857143 12 12 264.3789 13 12 -4.4408921e-16 14 12 -107.89795 49 12 -17.857143 50 12 -33.047362 51 12 4.6629367e-15 52 12 41.803228 53 12 17.857143 54 12 -33.047362 13 13 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173.73562 20 19 4.4408921e-15 21 19 -17.463532 22 19 4.4408921e-16 57 19 -21.716953 58 19 -17.857143 59 19 -25.970373 60 19 4.2188475e-15 61 19 -21.716953 62 19 17.857143 20 20 264.3789 21 20 4.4408921e-16 22 20 -107.89795 57 20 -17.857143 58 20 -33.047362 59 20 4.4408921e-15 60 20 41.803228 61 20 17.857143 62 20 -33.047362 21 21 173.73562 22 21 4.4408921e-16 23 21 -17.463532 24 21 -1.110223e-15 59 21 -21.716953 60 21 -17.857143 61 21 -25.970373 62 21 3.5527137e-15 63 21 -21.716953 64 21 17.857143 22 22 264.3789 23 22 -1.110223e-15 24 22 -107.89795 59 22 -17.857143 60 22 -33.047362 61 22 3.5527137e-15 62 22 41.803228 63 22 17.857143 64 22 -33.047362 23 23 173.73562 24 23 8.8817842e-16 25 23 -17.463532 26 23 6.6613381e-16 61 23 -21.716953 62 23 -17.857143 63 23 -25.970373 64 23 2.8865799e-15 65 23 -21.716953 66 23 17.857143 24 24 264.3789 25 24 6.6613381e-16 26 24 -107.89795 61 24 -17.857143 62 24 -33.047362 63 24 3.1086245e-15 64 24 41.803228 65 24 17.857143 66 24 -33.047362 25 25 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