0
$\begingroup$

I am trying to show the full plots from two set of data on the graph, but as can be seen the lower limit of one plot is chopped offenter image description here. How do you get full view of both plots, with x minimum placed at 0.02?

Show[ListLogLogPlot[data2, PlotStyle -> {Blue, Thick}, 
  PlotTheme -> "Detailed", Joined -> True, 
  LabelStyle -> Directive[Bold, Large], AxesOrigin -> {0.02, 0}, 
  Frame -> True, PlotRange -> {Full, All}], 
   ListLogLogPlot[data1, PlotStyle -> {Blue, Thick}, 
  PlotTheme -> "Detailed", Joined -> True, 
  LabelStyle -> Directive[Bold, Large], AxesOrigin -> {0.02, 0}, 
  Frame -> True, PlotRange -> {Full, All}]]

data1= {{0.020024338, 0.0006898460868074602}, {0.022380134, 0.0008222211281134352}, {0.024735928, 0.0009798403395959478}, {0.027091718, 0.0011277386823632257}, {0.029447506, 0.001287650013883181}, {0.031803289, 0.0014408678900920552}, {0.034159069, 0.0016160163501166731}, {0.036514845, 0.0017849655926368134}, {0.038870616, 0.0019609711155541072}, {0.041226383, 0.002163665248453372}, {0.043582144, 0.002348722618246531}, {0.0459379, 0.002494118081198361}, {0.048293651, 0.0027189360726542905}, {0.050649396, 0.002890344109549366}, {0.053005134, 0.00308609501146371}, {0.055360866, 0.0032756176392236772}, {0.057716592, 0.0034527839522427227}, {0.06007231, 0.0036393851282367053}, {0.062428021, 0.003814914813351725}, {0.064783725, 0.003991495211267792}, {0.06713942, 0.004193356042611242}, {0.069495108, 0.004347850320821656}, {0.071850787, 0.004558769934960127}, {0.074206457, 0.004709256362951678}, {0.076562119, 0.004907805739612362}, {0.078917771, 0.005021310792831887}, {0.081273413, 0.005215178112302661}, {0.083629045, 0.005339973505995938}, {0.085984668, 0.005528800593303607}, {0.08834028, 0.005668827916130827}, {0.090695881, 0.0057706688742881415}, {0.093051471, 0.005949966432781134}, {0.09540705, 0.00604459764249459}, {0.097762617, 0.006197882035914605}, {0.10011817, 0.006271995639457581}, {0.10247372, 0.006405720497387288}, {0.10482925, 0.006479920911483725}, {0.10718476, 0.00660650821981006}, {0.10954027, 0.006672242838959252}, {0.11189576, 0.006817059539222547}, {0.11425124, 0.006907264305529506}, {0.1166067, 0.007002603109893158}, {0.11896215, 0.007081107878571615}, {0.12131759, 0.007151235578737916}, {0.12367301, 0.007228141122266792}, {0.12602842, 0.007292298578139804}, {0.12838381, 0.0073299493627207385}, {0.13073918, 0.00739858167168394}, {0.13309454, 0.007510978536398175}, {0.13544988, 0.00760847199922202}, {0.13780521, 0.007544074863000653}, {0.14016052, 0.0076105707308896375}};

data2 = {{0.020024338, 0.007685848099917109}, {0.022380134, 0.008013449957524992}, {0.024735928, 0.008306098008526386}, {0.027091718, 0.008560896029885981}, {0.029447506, 0.00880745615391358}, {0.031803289, 0.009248339043114036}, {0.034159069, 0.009782487939313599}, {0.036514845, 0.010345832941871655}, {0.038870616, 0.011113809369050385}, {0.041226383, 0.011874557973390829}, {0.043582144, 0.012872539519762381}, {0.0459379, 0.013835602111955498}, {0.048293651, 0.014887746343237473}, {0.050649396, 0.015785394779266458}, {0.053005134, 0.0165642067516995}, {0.055360866, 0.016999450787037237}, {0.057716592, 0.017014052764149582}, {0.06007231, 0.016734562545381238}, {0.062428021, 0.016069682185080734}, {0.064783725, 0.015031834901125234}, {0.06713942, 0.013839656266037103}, {0.069495108, 0.01257969547079863}, {0.071850787, 0.011491569688389006}, {0.074206457, 0.010510929745291489}, {0.076562119, 0.009686346759612252}, {0.078917771, 0.008863853826819992}, {0.081273413, 0.008156681447299127}, {0.083629045, 0.007561007783617579}, {0.085984668, 0.0070605580695412}, {0.08834028, 0.006621329915210725}, {0.090695881, 0.006275814238247226}, {0.093051471, 0.006000914851069818}, {0.09540705, 0.0057212432986298856}, {0.097762617, 0.005553674274131074}, {0.10011817, 0.005357777593168054}, {0.10247372, 0.005229874217954748}, {0.10482925, 0.005105247381949845}, {0.10718476, 0.005074708465411825}, {0.10954027, 0.0049336308402372795}, {0.11189576, 0.004871110936303876}, {0.11425124, 0.004871859818927847}, {0.1166067, 0.0048258933894099075}, {0.11896215, 0.004768585775053847}, {0.12131759, 0.0047833895145830896}, {0.12367301, 0.004721254232423347}, {0.12602842, 0.004760666810956435}, {0.12838381, 0.004693520058931346}, {0.13073918, 0.004739975744110606}, {0.13309454, 0.004693899534401102}, {0.13544988, 0.004672903298580988}, {0.13780521, 0.004719793331953254}, {0.14016052, 0.004704144869921119}};

$\endgroup$
1
  • 3
    $\begingroup$ PlotRange is inherited from the first plot. You can do Show[..., PlotRange -> All] to force it to include both plots. Alternatively, instead of using Show to combine two plots, I would recommend just doing a single ListLogLogPlot[{data1, data2}, ...]. $\endgroup$
    – user484
    Sep 8, 2014 at 1:16

1 Answer 1

2
$\begingroup$

enter image description here

ListLogLogPlot[{data1, data2}, PlotStyle -> {Blue, Thick}, 
     PlotTheme -> "Detailed", Joined -> True, 
     LabelStyle -> Directive[Bold, Large], AxesOrigin -> {0.02, 0}, 
     Frame -> True, PlotRange -> {Full, All}]
$\endgroup$
1
  • $\begingroup$ PlotRange->{0.02,0.14} can be used to adjust the minimum x-point $\endgroup$
    – thils
    Sep 8, 2014 at 2:29

Your Answer

By clicking “Post Your Answer”, you agree to our terms of service and acknowledge that you have read and understand our privacy policy and code of conduct.

Not the answer you're looking for? Browse other questions tagged or ask your own question.