Say I have a dataset named "d"
d = {{0.02`, 0.0012590355605140609`}, {0.07`,
0.03190107785291465`}, {0.12000000000000001`,
0.1341664962650996`}, {0.17`, 0.36075980746436004`}, {0.22`,
0.357927357108827`}, {0.27`, 0.7918189679330538`}, {0.32000000000000006`,
0.9908662217648183`}, {0.37000000000000005`,
1.326284520883634`}, {0.42000000000000004`,
1.6667182988224543`}, {0.47000000000000003`, 2.786860204849679`}, {0.52`,
2.93933750379339`}, {0.5700000000000001`,
3.9366944327584346`}, {0.6200000000000001`, 3.134060239061052`}, {0.67`,
3.4525830444631516`}, {0.7200000000000001`, 3.146161177105212`}, {0.77`,
3.020376751028269`}, {0.8200000000000001`,
4.675746764366013`}, {0.8700000000000001`, 6.218831558416226`}, {0.92`,
5.912788886349729`}, {0.9700000000000001`, 6.083549243252543`}, {1.02`,
5.698685465342156`}, {1.07`, 5.335045431412702`}, {1.12`,
4.588645123940877`}, {1.1700000000000002`,
4.836149753666741`}, {1.2200000000000002`, 4.731911635811709`}, {1.27`,
4.3204281272371095`}, {1.32`, 3.8191496326978123`}, {1.37`,
4.425577764542655`}, {1.4200000000000002`,
4.202433760690466`}, {1.4700000000000002`, 4.345090612510468`}, {1.52`,
4.943409063693237`}, {1.57`, 5.5220625859488255`}, {1.62`,
6.159173390833452`}, {1.6700000000000002`,
6.429250552258077`}, {1.7200000000000002`, 6.3412110427206345`}, {1.77`,
6.444125949011322`}, {1.82`, 6.941306477251247`}, {1.87`,
7.269850600160908`}, {1.9200000000000002`,
7.4459650057643145`}, {1.9700000000000002`, 7.381768092485144`}, {2.02`,
7.638145357784952`}, {2.0700000000000003`, 8.126256325553179`}, {2.12`,
8.057667374122504`}, {2.17`, 8.860957231660683`}, {2.22`,
9.731314285903778`}, {2.27`, 10.521063318290198`}, {2.3200000000000003`,
11.202904736346488`}, {2.37`, 11.746558133012728`}, {2.4200000000000004`,
12.1887799898985`}, {2.47`, 12.524874206169914`}, {2.52`,
12.947505240273822`}, {2.5700000000000003`, 13.340677305210736`}, {2.62`,
13.590186938026871`}, {2.6700000000000004`, 14.14787161554347`}, {2.72`,
15.664058697389326`}, {2.77`, 16.665468696630878`}, {2.8200000000000003`,
17.000850998774546`}, {2.87`, 16.647131946787326`}, {2.9200000000000004`,
16.3859238348108`}, {2.97`, 15.982010112784831`}};
and I generate two datasets from "d":
v = {#[[1]], #[[2]]*2*\[Pi]/#[[1]]} & /@ d;
a = {#[[1]], #[[2]]*(2*\[Pi]/#[[1]])^2} & /@ d;
I can plot "d", "v" and "a" individually as follows:
ListLinePlot[#] & /@ {d, v, a}
However I want to combine these three datasets into a 4-way logarithmic plot. The x-axis of the 4-way plot corresponds to the first column of the datasets i.e. period. The y-axis corresponds to the second column of the "v" dataset, the +45-degree axis corresponds to the second column of "d" dataset, and the +135-degree axis corresponds to the second column of the "a" dataset. This type of plot is used to present the response spectrum in earthquake engineering. Can anyone help with this type of plot? An example is shown.