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      "title": "MATLAB CODE",
      "body": "You are given a thermodynamic property table for water which includes undefined values. By creating a computer code, fill in the missing parts. Also, your code must write the property table in a file (i.e ‘.txt’).\nTo determine the missing values use Thermodynamic Tables of your Thermodynamic course’s book.\nNote:\n• Do not use pre-defined interpolation functions or property identifier algorithms like XSteam.\n• Your report should be written according to the format introduced in the 1st assignment.\nTable 1 (Saturated Water Thermodynamic Properties)\n\n![](https://cdn.steemitimages.com/DQmYuxw2FcweWBVmxQddvVn4HSfzJPHmAzVPkKSsQZpmDfN/image.png)\nFor part f, a trial-error approach is required; 1% error around the 𝒗𝒗 value is acceptable.\n\nclc\nclear all\nclose all\nformat long\nfilename = 'proje2.xlsx';\ntable = textread('table.txt');\n\nT_a = 315;\nv_a = 0.0016;\nP_b = 58.0;\nv_b = 1.2;\nT_c = 104.3;\nx_c = 0.52;\nx_d = 1;\nP_d = 14015;\nT_e = 221;\nv_e = 0.01;\nx_f = 0.57;\nv_f = 0.2;\ng_t=0;\nh_t=0;\n\nA=0;\nB=0;\nC=0;\nD=0;\nE=0;\nF=0;\n\nfor i=1:76\nT(1,i) = table(i,1);\nP(1,i) = table(i,2);\nvf(1,i) = table(i,3);\nvg(1,i) = table(i,4);\nuf(1,i) = table(i,5);\nug(1,i) = table(i,6);\n\n%\nif T(1,i)==T_a\nP_a = P(1,i);\nvf_a = vf(1,i);\nvg_a = vg(1,i);\nx_a = (v_a - vf(1,i))/(vg(1,i) - vf(1,i));\nu_a = uf(1,i)+x_a(ug(1,i)-uf(1,i));\nA=A+1;\nelseif T(1,i)>=T_a\nif A==0\nP_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))(P(1,i)-P(1,i-1))+P(1,i-1);\nvf_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))(vf(1,i)-vf(1,i-1))+vf(1,i-1);\nvg_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))(vg(1,i)-vg(1,i-1))+vg(1,i-1);\nuf_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))(uf(1,i)-uf(1,i-1))+uf(1,i-1);\nug_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))(ug(1,i)-ug(1,i-1))+ug(1,i-1);\nx_a = (v_a-vf_a)/(vg_a-vf_a);\nu_a = uf_a+x_a(ug_a-uf_a);\nA=A+1;\nend\nend\n%\nif P(1,i)==P_b\nT_b = T(1,i);\nvf_b = vf(1,i);\nvg_b = vg(1,i);\nx_b = (v_b - vf(1,i))/(vg(1,i) - vf(1,i));\nu_b = uf(1,i)+x_b(ug(1,i)-uf(1,i));\nB=B+1;\nelseif P(1,i)>= P_b\nif B==0\nT_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))(T(1,i)-T(1,i-1))+T(1,i-1);\nvf_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))(vf(1,i)-vf(1,i-1))+vf(1,i-1);\nvg_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))(vg(1,i)-vg(1,i-1))+vg(1,i-1);\nuf_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))(uf(1,i)-uf(1,i-1))+uf(1,i-1);\nug_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))(ug(1,i)-ug(1,i-1))+ug(1,i-1);\nx_b = (v_b-vf_b)/(vg_b-vf_b);\nu_b = uf_b+x_b(ug_b-uf_b);\nB=B+1;\nend\nend\n\n%\nif T(1,i)==T_c\nP_c = P(1,i);\nvf_c = vf(1,i);\nvg_c = vg(1,i);\nv_c = vf(1,i)+x_d(vg(1,i)-vf(1,i));\nu_c = uf(1,i)+x_d(ug(1,i)-uf(1,i));\nC=C+1;\nelseif T(1,i)>=T_c\nif C==0\nP_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))(P(1,i)-P(1,i-1))+P(1,i-1);\nvf_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))(vf(1,i)-vf(1,i-1))+vf(1,i-1);\nvg_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))(vg(1,i)-vg(1,i-1))+vg(1,i-1);\nuf_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))(uf(1,i)-uf(1,i-1))+uf(1,i-1);\nug_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))(ug(1,i)-ug(1,i-1))+ug(1,i-1);\nv_c = vf_c+x_d(vg_c-vf_c);\nu_c = uf_c+x_d(ug_c-uf_c);\nC=C+1;\nend\nend\n%\nif P(1,i)==P_d\nT_d = T(1,i);\nvf_d = vf(1,i);\nvg_d = vg(1,i);\nv_d = vf(1,i);\nu_d = uf(1,i);\nD=D+1;\nelseif P(1,i)>=P_d\nif D==0\nT_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))(T(1,i)-T(1,i-1))+T(1,i-1);\nvf_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))(vf(1,i)-vf(1,i-1))+vf(1,i-1);\nvg_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))(vg(1,i)-vg(1,i-1))+vg(1,i-1);\nuf_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))(uf(1,i)-uf(1,i-1))+uf(1,i-1);\nv_d = vf_d;\nu_d = uf_d;\nD=D+1;\nend\nend\n%\nif T(1,i)==T_e\nP_e = P(1,i);\nvf_e = vf(1,i);\nvg_e = vg(1,i);\nx_e = (v_f - vf(1,i))/(vg(1,i) - vf(1,i));\nu_e = uf(1,i)+x_e(ug(1,i)-uf(1,i));\nE=E+1;\nelseif T(1,i)>=T_e\nif E==0\nP_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))(P(1,i)-P(1,i-1))+P(1,i-1);\nvf_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))(vf(1,i)-vf(1,i-1))+vf(1,i-1);\nvg_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))(vg(1,i)-vg(1,i-1))+vg(1,i-1);\nuf_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))(uf(1,i)-uf(1,i-1))+uf(1,i-1);\nug_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))(ug(1,i)-ug(1,i-1))+ug(1,i-1);\nx_e = (v_e-vf_e)/(vg_e-vf_e);\nu_e = uf_e+x_e(ug_e-uf_e);\nE=E+1;\nend\nend\n%\nif F==0\ng_t=vf(1,i)+x_f(vg(1,i)-vf(1,i));\nif g_t<=v_f\nv_f1=vf(1,i)+x_f(vg(1,i)-vf(1,i));\nv_f2=vf(1,i-1)+x_f(vg(1,i-1)-vf(1,i-1));\nT_f = (v_f-v_f2)/(v_f1-v_f2)(T(1,i)-T(1,i-1))+T(1,i-1);\nP_f = (v_f-v_f2)/(v_f1-v_f2)(P(1,i)-P(1,i-1))+P(1,i-1);\nvf_f = (v_f-v_f2)/(v_f1-v_f2)(vf(1,i)-vf(1,i-1))+vf(1,i-1);\nvg_f = (v_f-v_f2)/(v_f1-v_f2)(vg(1,i)-vg(1,i-1))+vg(1,i-1);\nuf_f = (v_f-v_f2)/(v_f1-v_f2)(uf(1,i)-uf(1,i-1))+uf(1,i-1);\nug_f = (v_f-v_f2)/(v_f1-v_f2)(ug(1,i)-ug(1,i-1))+ug(1,i-1);\nu_f = uf_f+x_f(ug_f-uf_f);\nF=F+1;\nend\nend\nend\n\nanswer_a = [T_a; P_a; x_a; v_a; vf_a; vg_a; u_a];\nanswer_b = [T_b; P_b; x_b; v_b; vf_b; vg_b; u_b];\nanswer_c = [T_c; P_c; x_c; v_c; vf_c; vg_c; u_c];\nanswer_d = [T_d; P_d; x_d; v_d; vf_d; vg_d; u_d];\nanswer_e = [T_e; P_e; x_e; v_e; vf_e; vg_e; u_e];\nanswer_f = [T_f; P_f; x_f; v_f; vf_f; vg_f; u_f];\n\ndisplay(answer_a);\ndisplay(answer_b);\ndisplay(answer_c);\ndisplay(answer_d);\ndisplay(answer_e);\ndisplay(answer_f);\n\ntablonew(1,:)=answer_a;\ntablonew(2,:)=answer_b;\ntablonew(3,:)=answer_c;\ntablonew(4,:)=answer_d;\ntablonew(5,:)=answer_e;\ntablonew(6,:)=answer_f;\n\ndisplay(tablonew);\n\nfid = fopen('result.txt','wt');\n\nfprintf(fid,' T\\t P\\t X\\t V\\t Vf \\t Vg\\t U');\nfprintf(fid,'\\n');\nfor ii = 1:size(tablonew,1)\nfprintf(fid, '%c', 96+ii)\nfprintf(fid, '%20.6f \\t',tablonew(ii,:));\nfprintf(fid,'\\n');\nend\nfclose(fid)",
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      "author": "omer.temiz",
      "permlink": "matlab-code-example",
      "title": "MATLAB CODE EXAMPLE",
      "body": "You are given a thermodynamic property table for water which includes undefined values. By creating a computer code, fill in the missing parts. Also, your code must write the property table in a file (i.e ‘.txt’).\nTo determine the missing values use Thermodynamic Tables of your Thermodynamic course’s book.\nNote:\n• Do not use pre-defined interpolation functions or property identifier algorithms like XSteam.\n• Your report should be written according to the format introduced in the 1st assignment.\nTable 1 (Saturated Water Thermodynamic Properties)\n![](https://cdn.steemitimages.com/DQmYuxw2FcweWBVmxQddvVn4HSfzJPHmAzVPkKSsQZpmDfN/image.png)\n\nFor part f, a trial-error approach is required; 1% error around the 𝒗𝒗 value is acceptable.\n\n\n\n\n\n\n\nclc\nclear all\nclose all\nformat long\nfilename = 'proje2.xlsx';\ntable = textread('table.txt');\n \nT_a = 315;\nv_a = 0.0016;\nP_b = 58.0;\nv_b = 1.2;\nT_c = 104.3;\nx_c = 0.52;\nx_d = 1;\nP_d = 14015;\nT_e = 221;\nv_e = 0.01;\nx_f = 0.57;\nv_f = 0.2;\ng_t=0;\nh_t=0;\n \nA=0;\nB=0;\nC=0;\nD=0;\nE=0;\nF=0;\n \nfor i=1:76\n    T(1,i) = table(i,1);\n    P(1,i) = table(i,2);\n    vf(1,i) = table(i,3);\n    vg(1,i) = table(i,4);\n    uf(1,i) = table(i,5);\n    ug(1,i) = table(i,6);\n    \n \n%\n   if T(1,i)==T_a\n        P_a = P(1,i);\n        vf_a = vf(1,i);\n        vg_a = vg(1,i);\n        x_a = (v_a - vf(1,i))/(vg(1,i) - vf(1,i));\n        u_a = uf(1,i)+x_a*(ug(1,i)-uf(1,i));\n        A=A+1;\n    elseif T(1,i)>=T_a\n        if A==0\n            P_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))*(P(1,i)-P(1,i-1))+P(1,i-1);\n            vf_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))*(vf(1,i)-vf(1,i-1))+vf(1,i-1); \n            vg_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))*(vg(1,i)-vg(1,i-1))+vg(1,i-1);\n            uf_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))*(uf(1,i)-uf(1,i-1))+uf(1,i-1);\n            ug_a = (T_a-T(1,i-1))/(T(1,i)-T(1,i-1))*(ug(1,i)-ug(1,i-1))+ug(1,i-1);\n            x_a = (v_a-vf_a)/(vg_a-vf_a);\n            u_a = uf_a+x_a*(ug_a-uf_a);\n            A=A+1;\n        end\n    end\n    %\n    if P(1,i)==P_b\n        T_b = T(1,i);\n        vf_b = vf(1,i);\n        vg_b = vg(1,i);\n        x_b = (v_b - vf(1,i))/(vg(1,i) - vf(1,i));\n        u_b = uf(1,i)+x_b*(ug(1,i)-uf(1,i));\n        B=B+1;\n    elseif P(1,i)>= P_b\n            if B==0\n            T_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))*(T(1,i)-T(1,i-1))+T(1,i-1);\n            vf_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))*(vf(1,i)-vf(1,i-1))+vf(1,i-1);\n            vg_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))*(vg(1,i)-vg(1,i-1))+vg(1,i-1);\n            uf_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))*(uf(1,i)-uf(1,i-1))+uf(1,i-1);\n            ug_b = (P_b-P(1,i-1))/(P(1,i)-P(1,i-1))*(ug(1,i)-ug(1,i-1))+ug(1,i-1); \n            x_b = (v_b-vf_b)/(vg_b-vf_b);\n            u_b = uf_b+x_b*(ug_b-uf_b);\n            B=B+1;\n            end\n    end\n    \n   %\n    if T(1,i)==T_c\n        P_c = P(1,i);\n        vf_c = vf(1,i);\n        vg_c = vg(1,i);\n        v_c = vf(1,i)+x_d*(vg(1,i)-vf(1,i)); \n        u_c = uf(1,i)+x_d*(ug(1,i)-uf(1,i));\n        C=C+1;\n    elseif T(1,i)>=T_c\n        if C==0\n            P_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))*(P(1,i)-P(1,i-1))+P(1,i-1);\n            vf_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))*(vf(1,i)-vf(1,i-1))+vf(1,i-1); \n            vg_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))*(vg(1,i)-vg(1,i-1))+vg(1,i-1);\n            uf_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))*(uf(1,i)-uf(1,i-1))+uf(1,i-1);\n            ug_c = (T_c-T(1,i-1))/(T(1,i)-T(1,i-1))*(ug(1,i)-ug(1,i-1))+ug(1,i-1);\n            v_c = vf_c+x_d*(vg_c-vf_c);\n            u_c = uf_c+x_d*(ug_c-uf_c);\n            C=C+1;\n        end\n    end\n%\nif P(1,i)==P_d\n        T_d = T(1,i);\n        vf_d = vf(1,i);\n        vg_d = vg(1,i);\n        v_d = vf(1,i);\n        u_d = uf(1,i);\n        D=D+1;\n     elseif P(1,i)>=P_d\n        if D==0\n            T_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))*(T(1,i)-T(1,i-1))+T(1,i-1);\n            vf_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))*(vf(1,i)-vf(1,i-1))+vf(1,i-1);\n            vg_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))*(vg(1,i)-vg(1,i-1))+vg(1,i-1);\n            uf_d = (P_d-P(1,i-1))/(P(1,i)-P(1,i-1))*(uf(1,i)-uf(1,i-1))+uf(1,i-1); \n            v_d = vf_d;\n            u_d = uf_d;\n            D=D+1;\n        end\n    end\n%\nif T(1,i)==T_e\n        P_e = P(1,i);\n        vf_e = vf(1,i);\n        vg_e = vg(1,i);\n        x_e = (v_f - vf(1,i))/(vg(1,i) - vf(1,i));\n        u_e = uf(1,i)+x_e*(ug(1,i)-uf(1,i));\n        E=E+1;\n    elseif T(1,i)>=T_e\n        if E==0\n            P_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))*(P(1,i)-P(1,i-1))+P(1,i-1);\n            vf_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))*(vf(1,i)-vf(1,i-1))+vf(1,i-1); \n            vg_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))*(vg(1,i)-vg(1,i-1))+vg(1,i-1);\n            uf_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))*(uf(1,i)-uf(1,i-1))+uf(1,i-1);\n            ug_e = (T_e-T(1,i-1))/(T(1,i)-T(1,i-1))*(ug(1,i)-ug(1,i-1))+ug(1,i-1);\n            x_e = (v_e-vf_e)/(vg_e-vf_e);\n            u_e = uf_e+x_e*(ug_e-uf_e);\n            E=E+1;\n        end\n    end\n%\nif F==0\n        g_t=vf(1,i)+x_f*(vg(1,i)-vf(1,i));\n        if g_t<=v_f\n            v_f1=vf(1,i)+x_f*(vg(1,i)-vf(1,i));\n            v_f2=vf(1,i-1)+x_f*(vg(1,i-1)-vf(1,i-1));\n            T_f = (v_f-v_f2)/(v_f1-v_f2)*(T(1,i)-T(1,i-1))+T(1,i-1);\n            P_f = (v_f-v_f2)/(v_f1-v_f2)*(P(1,i)-P(1,i-1))+P(1,i-1);\n            vf_f = (v_f-v_f2)/(v_f1-v_f2)*(vf(1,i)-vf(1,i-1))+vf(1,i-1);\n            vg_f = (v_f-v_f2)/(v_f1-v_f2)*(vg(1,i)-vg(1,i-1))+vg(1,i-1);\n            uf_f = (v_f-v_f2)/(v_f1-v_f2)*(uf(1,i)-uf(1,i-1))+uf(1,i-1);\n            ug_f = (v_f-v_f2)/(v_f1-v_f2)*(ug(1,i)-ug(1,i-1))+ug(1,i-1);\n            u_f = uf_f+x_f*(ug_f-uf_f);\n            F=F+1;\n        end\n    end\nend\n \n    \nanswer_a = [T_a; P_a; x_a; v_a; vf_a; vg_a; u_a];\nanswer_b = [T_b; P_b; x_b; v_b; vf_b; vg_b; u_b];\nanswer_c = [T_c; P_c; x_c; v_c; vf_c; vg_c; u_c];\nanswer_d = [T_d; P_d; x_d; v_d; vf_d; vg_d; u_d];\nanswer_e = [T_e; P_e; x_e; v_e; vf_e; vg_e; u_e];\nanswer_f = [T_f; P_f; x_f; v_f; vf_f; vg_f; u_f];\n \ndisplay(answer_a);\ndisplay(answer_b);\ndisplay(answer_c);\ndisplay(answer_d);\ndisplay(answer_e);\ndisplay(answer_f);\n \ntablonew(1,:)=answer_a;\ntablonew(2,:)=answer_b;\ntablonew(3,:)=answer_c;\ntablonew(4,:)=answer_d;\ntablonew(5,:)=answer_e;\ntablonew(6,:)=answer_f;\n \ndisplay(tablonew);\n \nfid = fopen('result.txt','wt');\n \nfprintf(fid,'                    T\\t                   P\\t                   X\\t                   V\\t                  Vf \\t                  Vg\\t                   U');\n fprintf(fid,'\\n');\nfor ii = 1:size(tablonew,1)\n    fprintf(fid, '%c', 96+ii)\n    fprintf(fid, '%20.6f \\t',tablonew(ii,:));\n    fprintf(fid,'\\n');\nend\nfclose(fid)",
      "json_metadata": "{\"tags\":[\"program\"],\"image\":[\"https://cdn.steemitimages.com/DQmYuxw2FcweWBVmxQddvVn4HSfzJPHmAzVPkKSsQZpmDfN/image.png\"],\"app\":\"steemit/0.1\",\"format\":\"markdown\"}"
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