我能够使用来“打破”垂直轴pgfplots
,但它也带来了一些问题:
- 最重要的是,我找不到如何将“断点符号”(两条平行线)添加到我的图中,而不仅仅是在轴上;
- 图例紧贴上轴;
- 不再
ylabel
以轴为中心,因为我必须让它“属于”两个轴中的一个。
这是我目前的代码:
\documentclass{minimal}
\usepackage{tikz}
\usepackage{pgfplots}
\tikzset{
axis break gap/.initial=1mm
}
\begin{document}
\begin{tikzpicture}
\begin{axis}[
name=bottom axis,
legend cell align=left,
width=13cm,
height=7.86cm,
xlabel = {golflengte (nm)},
ylabel = {intensiteit (arbitraire eenheden)},
xmin = 300, xmax = 550,
ymin = 0, ymax = 55,
ytick={0,10,20,30,40,50},
grid = major,
axis x line*=bottom
]
\addplot[no marks, color=teal!80!black, line width=0.95
]
table[x=x_ex, y=y_ex]{Eu_em_ex.txt};
\end{axis}
\begin{axis}[
at=(bottom axis.north),
anchor=south, yshift=\pgfkeysvalueof{/tikz/axis break gap},
width=13cm,
height=3.3cm,
xmin = 300, xmax = 550,
ymin = 85, ymax = 100,
ytick={90,100},
grid = major,
legend entries = {excitatiespectrum},
axis x line*=top,
xticklabel=\empty,
after end axis/.code={
\draw (rel axis cs:0,0) +(-2mm,-1mm) -- +(2mm,1mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm)
(rel axis cs:1,0) +(-2mm,-1mm) -- +(2mm,1mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm);
}]
\addplot[no marks, color=teal!80!black, line width=0.95
]
table[x=x_ex, y=y_ex]{Eu_em_ex.txt};
\end{axis}
\end{tikzpicture}
\end{document}
文件内容Eu_em_ex.txt
:
x_em y_em x_ex y_ex
500 1.73E-001 250 0.0942614858
501 1.03E-001 251 0.1122478006
502 5.22E-002 252 0.1259819159
503 1.27E-001 253 0.1244178886
504 6.10E-002 254 0.1612214076
505 1.40E-002 255 0.1334599218
506 5.82E-002 256 0.1684550342
507 1.43E-001 257 0.1643005865
508 2.24E-001 258 0.1713387097
509 5.99E-002 259 0.1960210166
510 1.33E-001 260 0.1735381232
511 5.31E-002 261 0.192844086
512 8.21E-002 262 0.2466075269
513 1.40E-001 263 0.2534501466
514 2.35E-001 264 0.2495889541
515 1.54E-001 265 0.2915244379
516 4.31E-001 266 0.3173797654
517 8.96E-001 267 0.3641539589
518 7.09E-001 268 0.4203611926
519 1.45E-001 269 0.4653269795
520 1.09E-001 270 0.5282790811
521 1.60E-001 271 0.5795987292
522 1.57E-001 272 0.6626876833
523 1.12E-001 273 0.6519349951
524 6.17E-002 274 0.7096085044
525 1.56E-001 275 0.7751021505
526 1.32E-001 276 0.7936749756
527 1.41E-001 277 0.8156691105
528 8.60E-002 278 0.9143983382
529 3.49E-002 279 0.9569203324
530 1.67E-001 280 1.0409868035
531 1.68E-001 281 0.994554741
532 1.48E-001 282 1.0927952102
533 1.27E-001 283 1.1436260997
534 2.66E-001 284 1.1265195503
535 2.32E-001 285 1.178327957
536 2.29E-001 286 1.1793054741
537 1.45E-001 287 1.2550630499
538 1.15E-001 288 1.2320913978
539 1.30E-001 289 1.1372722385
540 2.56E-001 290 1.1978782991
541 1.83E-001 291 1.2022771261
542 4.73E-001 292 1.2027658847
543 1.90E-001 293 1.1382497556
544 6.04E-002 294 1.1964120235
545 3.77E-002 295 1.1988558162
546 1.80E-001 296 1.1617101662
547 5.34E-002 297 1.1661089932
548 7.31E-002 298 1.2208499511
549 1.89E-001 299 1.7873211144
550 1.04E-001 300 1.3303318671
551 4.22E-002 301 1.1573113392
552 1.36E-001 302 1.2110747801
553 1.23E-001 303 1.4510552297
554 2.49E-001 304 2.4334599218
555 2.56E-001 305 1.6910356794
556 1.22E-001 306 1.9720718475
557 1.99E-001 307 1.9139095797
558 1.90E-001 308 1.5688460411
559 1.00E-001 309 1.4388362659
560 4.54E-002 310 1.4095107527
561 1.08E-001 311 1.3401070381
562 1.77E-001 312 1.7755909091
563 1.78E-001 313 1.4026681329
564 1.37E-001 314 1.1763729228
565 1.70E-001 315 1.1172331378
566 1.09E-001 316 1.2838998045
567 1.95E-001 317 2.0659134897
568 6.90E-002 318 2.3880053763
569 1.35E-001 319 10.0463631476
570 1.14E-001 320 2.7008108504
571 1.86E-001 321 2.6426485826
572 8.94E-002 322 2.5600483871
573 8.51E-002 323 2.5136163245
574 1.20E-001 324 1.9618079179
575 1.15E-001 325 1.2130298143
576 2.06E-001 326 1.1387385142
577 1.74E-001 327 1.5268128055
578 3.46E-001 328 2.0307228739
579 6.32E-001 329 1.5708010753
580 9.78E-001 330 0.847927175
581 2.71E-001 331 0.6841930596
582 3.08E-001 332 0.4921109482
583 4.84E-001 333 0.429012219
584 6.10E-001 334 0.358044477
585 6.67E-001 335 0.3336554252
586 9.72E-001 336 0.289471652
587 1.36E+000 337 0.2564804497
588 1.65E+000 338 0.2380542522
589 4.37E+000 339 0.1991979472
590 6.28E+000 340 0.1808206256
591 6.70E+000 341 0.1417199413
592 7.44E+000 342 0.1476339198
593 6.85E+000 343 0.1522282502
594 5.90E+000 344 0.1325801564
595 6.16E+000 345 0.1200679374
596 4.35E+000 346 0.1109281525
597 3.02E+000 347 0.1276925709
598 1.81E+000 348 0.1303807429
599 1.23E+000 349 0.2639584555
600 7.20E-001 350 0.2034012708
601 8.96E-001 351 0.3118567937
602 8.79E-001 352 0.3441637341
603 1.08E+000 353 0.2186016618
604 1.55E+000 354 0.1772526882
605 2.83E+000 355 0.2554540567
606 4.69E+000 356 0.2951412512
607 5.90E+000 357 0.4102927664
608 8.04E+000 358 0.5248577713
609 6.64E+000 359 0.5253465298
610 1.09E+001 360 0.6876143695
611 2.83E+001 361 2.9789144673
612 6.43E+001 362 15.1099017595
613 7.46E+001 363 19.7726583578
614 6.71E+001 364 1.6871256109
615 9.85E+001 365 1.4559428152
616 9.99E+001 366 2.7834110459
617 4.68E+001 367 6.0189926686
618 2.15E+001 368 3.3054051808
619 1.16E+001 369 1.4266173021
620 1.06E+001 370 0.7751021505
621 1.10E+001 371 0.8528147605
622 8.91E+000 372 1.0028636364
623 8.74E+000 373 1.994554741
624 5.53E+000 374 6.3660112414
625 3.89E+000 375 7.8127365591
626 2.54E+000 376 9.28878739
627 2.21E+000 377 16.9476339198
628 2.15E+000 378 8.1011041056
629 1.44E+000 379 7.4559428152
630 1.53E+000 380 12.0258352884
631 1.25E+000 381 14.9828245357
632 1.91E+000 382 18.2770571848
633 1.19E+000 383 15.2076534702
634 7.50E-001 384 12.1724628544
635 7.41E-001 385 16.9280835777
636 7.49E-001 386 10.7550630499
637 4.94E-001 387 7.3386407625
638 5.88E-001 388 5.0903514174
639 5.14E-001 389 3.7022771261
640 7.29E-001 390 2.5967052786
641 9.22E-001 391 2.1128343109
642 3.49E-001 392 2.6563338221
643 1.74E+000 393 5.2272038123
644 1.24E+000 394 26.380673998
645 1.51E+000 395 99.9974872923
646 7.87E-001 396 15.3933817204
647 1.17E+000 397 14.7531080156
648 6.78E-001 398 11.1607326491
649 1.21E+000 399 6.6397160313
650 1.94E+000 400 7.7443103617
651 1.46E+000 401 7.7443103617
652 1.34E+000 402 3.8611236559
653 2.48E+000 403 1.642159824
654 3.39E+000 404 0.8953367546
655 3.21E+000 405 0.7325801564
656 1.42E+000 406 0.7892761486
657 8.55E-001 407 0.6455811339
658 4.47E-001 408 0.5815537634
659 6.10E-001 409 0.4554051808
660 4.16E-001 410 0.490155914
661 2.39E-001 411 0.7804784946
662 1.39E-001 412 0.3224139785
663 2.69E-001 413 0.4706544477
664 4.25E-001 414 0.8743201369
665 2.54E-001 415 2.6289633431
666 1.62E-001 416 5.2565293255
667 4.18E-001 417 4.4388362659
668 4.35E-001 418 2.985757087
669 2.68E-001 419 1.9867346041
670 9.78E-002 420 0.6504687195
671 6.22E-002 421 0.1878587488
672 2.60E-002 422 0.0831666667
673 2.32E-001 423 0.0567248289
674 3.64E-001 424 0.0503709677
675 3.43E-001 425 0.0488069404
676 3.99E-001 426 0.142159824
677 3.11E-001 427 0.1027658847
678 6.22E-001 428 0.1928929619
679 2.91E-001 429 0.1055518084
680 6.21E-001 430 0.047927175
681 6.13E-001 431 0.0941637341
682 3.29E-001 432 0.0599995112
683 1.65E-001 433 0.0168861193
684 1.26E+000 434 0.0050239492
685 4.68E-001 435 0.0012292278
686 5.59E-001 436 0.0005733138
687 9.39E-001 437 0.0025117302
688 1.11E+000 438 0.0006959922
689 9.28E-001 439 0.0006212121
690 1.64E+000 440 0.0006510264
691 1.59E+000 441 0.0018826979
692 3.51E+000 442 0.0048675464
693 3.86E+000 443 0.0042468231
694 3.78E+000 444 0.0070327468
695 3.59E+000 445 0.0462116325
696 4.17E+000 446 0.1756886608
697 3.83E+000 447 0.1239780059
698 4.59E+000 448 0.2004687195
699 3.46E+000 449 0.251983871
700 4.35E+000 450 0.2447013685
701 1.28E+001 451 0.1481226784
702 1.60E+001 452 0.0526192571
703 9.45E+000 453 0.0310454545
704 8.06E+000 454 0.0296476051
705 4.72E+000 455 0.0568225806
706 2.54E+000 456 0.1658646139
707 1.51E+000 457 0.2763240469
708 1.08E+000 458 0.3389340176
709 8.05E-001 459 0.3150337243
710 2.61E-001 460 0.3487580645
711 3.01E-001 461 0.5101950147
712 4.50E-001 462 0.7824335288
713 1.36E+000 463 1.453987781
714 2.96E-001 464 2.6929907136
715 4.13E-001 465 53.0277903226
716 1.72E-001 466 10.0219252199
717 7.87E-002 467 2.4275948192
718 2.16E-001 468 0.8845840665
719 4.34E-001 469 0.3355615836
720 1.64E-001 470 0.3051119257
721 1.87E-001 471 0.3666466276
722 4.14E-001 472 0.627985826
723 3.08E-002 473 0.7061871945
724 3.45E-001 474 0.8904491691
725 2.02E-001 475 0.5620034213
726 3.34E-001 476 0.4044276637
727 5.54E-001 477 0.308728739
728 4.96E-001 478 0.1094618768
729 4.07E-002 479 0.0466564027
730 5.97E-001 480 0.0316026393
731 1.26E+000 481 0.039872434
732 1.83E-001 482 0.050957478
733 5.31E-001 483 0.0678685239
734 3.29E-001 484 0.0641539589
735 6.16E-001 485 0.0861480938
736 2.54E+000 486 0.2611725318
737 4.43E-001 487 0.4420620723
738 1.32E-001 488 0.1892272727
739 1.35E-001 489 0.347242913
740 3.64E-001 490 0.1708499511
741 1.16E-001 491 0.093186217
742 1.96E-001 492 0.1110747801
743 1.21E-001 493 0.0849261975
744 1.76E-001 494 0.0304100684
745 1.52E-001 495 0.0134843597
746 2.13E-002 496 0.0066368524
747 5.41E-001 497 0.0024384164
748 2.48E-002 498 0.0006911046
749 1.09E+000 499 0.0011495601
750 0.00E+000 500 0
751 2.30E-001 501 0.0025899316
752 2.92E-001 502 0.0065
753 6.24E-002 503 0.005498045
754 1.53E-001 504 0.0060014663
755 6.53E-003 505 0.0079613881
756 6.45E-001 506 0.0118372434
757 2.56E-001 507 0.0162800587
758 2.30E-001 508 0.0184941349
759 1.31E-002 509 0.0349750733
760 2.38E-001 510 0.0493445748
761 4.87E-002 511 0.0573602151
762 5.42E-001 512 0.0687482893
763 1.85E-001 513 0.0956788856
764 3.91E-001 514 0.1024726295
765 9.74E-001 515 0.1056006843
766 9.27E-002 516 0.0976827957
767 1.64E-001 517 0.0777903226
768 3.76E-001 518 0.0622478006
769 3.46E-001 519 0.04421261
770 6.00E-001 520 0.0371940371
771 3.19E-001 521 0.0490513196
772 1.05E-001 522 0.0604393939
773 1.81E-001 523 0.1042321603
774 2.97E-001 524 0.1552096774
775 3.02E-001 525 0.2929907136
776 7.82E-002 526 2.6338509286
777 4.21E-002 527 2.5483181818
778 3.20E-001 528 0.378327957
779 8.67E-002 529 0.4002243402
780 7.76E-001 530 0.5194814272
781 2.14E-001 531 0.7540855327
782 1.35E-001 532 1.3371744868
783 5.43E-002 533 3.0180151515
784 2.26E-001 534 6.9183084066
785 1.54E-002 535 10.0805762463
786 5.79E-001 536 9.0248577713
787 6.18E-002 537 6.8352194526
788 3.73E-001 538 4.8489046921
789 2.00E-001 539 4.6876143695
790 2.50E-001 540 3.0556495601
791 2.55E-001 541 1.1460698925
792 8.67E-001 542 0.5219252199
793 5.50E-001 543 0.2726583578
794 5.12E-001 544 0.1688949169
795 6.68E-001 545 0.1251510264
796 5.80E-001 546 0.0966564027
797 6.40E-001 547 0.0780835777
798 4.11E+000 548 0.0719740958
799 3.53E-001 549 0.0592663734
800 1.95E+000 550 0.0706544477
答案1
这似乎可以正常工作,但添加\pgfplotsset{compat=1.11}
(或更新)会破坏它。
为了定位断点符号,我首先沿着底部轴的顶部创建一条路径,并给该路径和绘图指定一个
name path=<some name>
由库定义的名称,其中intersections
。这两个点之间的交点是\draw [name intersections={of=topline and lowerplot,name=i}]
,这使得坐标(i-1)
和(i-2)
。相对于 和 之间的中点绘制一条线($(i-1)!0.5!(i-2)$) +(-2mm,0) -- +(2mm,0)
,第二条线也是如此。ylabel
相对于轴的角手动定位。您可以使用 将图例稍微向下移动
legend style={yshift=-2pt}
。
\documentclass[border=4mm]{standalone}
\usepackage{tikz}
\usetikzlibrary{intersections,calc}
\usepackage{pgfplots}
\tikzset{
axis break gap/.initial=1mm
}
\begin{document}
\begin{tikzpicture}
\begin{axis}[
name=bottom axis,
legend cell align=left,
width=13cm,
height=7.86cm,
xlabel = {golflengte (nm)},
xmin = 300, xmax = 550,
ymin = 0, ymax = 55,
ytick={0,10,20,30,40,50},
grid = major,
axis x line*=bottom,
clip mode=individual
]
\addplot[no marks, color=teal!80!black, line width=0.95,name path=plot]
table[x=x_ex, y=y_ex]{Eu_em_ex.txt};
\path [name path=topline] (axis cs:\pgfkeysvalueof{/pgfplots/xmin},\pgfkeysvalueof{/pgfplots/ymax}) --
(axis cs:\pgfkeysvalueof{/pgfplots/xmax},\pgfkeysvalueof{/pgfplots/ymax});
\draw [name intersections={of=topline and plot,name=i}]
($(i-1)!0.5!(i-2)$) +(-2mm,0) -- +(2mm,0)
($(i-1)!0.5!(i-2) + (0,\pgfkeysvalueof{/tikz/axis break gap})$) +(-2mm,0) -- +(2mm,0);
\end{axis}
\begin{axis}[
at=(bottom axis.north),
name=top axis,
anchor=south, yshift=\pgfkeysvalueof{/tikz/axis break gap},
width=13cm,
height=3.3cm,
xmin = 300, xmax = 550,
ymin = 85, ymax = 100,
ytick={90,100},
grid = major,
legend entries = {excitatiespectrum},
legend style={yshift=-3pt},
axis x line*=top,
xticklabel=\empty,
after end axis/.code={
\draw (rel axis cs:0,0) +(-2mm,-1mm) -- +(2mm,1mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm)
(rel axis cs:1,0) +(-2mm,-1mm) -- +(2mm,1mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm);
}]
\addplot[no marks, color=teal!80!black, line width=0.95]
table[x=x_ex, y=y_ex]{Eu_em_ex.txt};
\end{axis}
\path (bottom axis.south west -| bottom axis.outer south west) -- node[anchor=south,rotate=90]{intensiteit (arbitraire eenheden)} (top axis.north west -| top axis.outer north west);
\end{tikzpicture}
\end{document}
答案2
\documentclass{minimal}
\usepackage{tikz}
\usepackage{pgfplots}
\tikzset{
axis break gap/.initial=0mm
}
\begin{document}
\begin{tikzpicture}
\begin{axis}[
name=bottom axis,
legend cell align=left,
width=14.3cm,
height=4cm,
xlabel = {X axis},
xmin = 0, xmax = 10, % Updated x-axis ranges for the bottom axis
ymin = 38.5, ymax = 40.5, % Updated y-axis ranges for the bottom axis
ytick={38,39,40,41,42,43}, % Adjusted y-axis ticks
grid = major,
axis x line*=bottom,
legend pos=south east,
]
\addplot[
color=blue,
mark=o,
]
coordinates {
(1,74.05929323)(2,74.11004875)(3,73.83395062)(4,74.1121437)(5,74.04318766)(6,74.19709055)(7,74.08991301)(8,74.14607895)(9,74.20123279)
};
%\addlegendentry{Parameter1}
\addplot[
color=red,
mark=triangle,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,74.02102892)(7,74.01695258)(8,73.9599083)(9,73.96268008)
};
%\addlegendentry{Parameter2}
\addplot[
color=green,
mark=square,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,74.21653139)(7,74.27160398)(8,74.34418505)(9,74.15820202)
};
%\addlegendentry{Parameter3}
\addplot[
color=purple,
mark=star,
]
coordinates {
(1,70.78359818)(2,70.82715427)(3,70.88941587)(4,70.86594118)(5,70.72003935)(6,73.98564562)(7,73.87784185)(8,73.81499949)(9,73.91649512)
};
%\addlegendentry{Parameter4}
\addplot[
color=orange,
mark=diamond,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,73.10161425)(7,72.99986002)(8,72.80970372)(9,72.39335599)
};
%\addlegendentry{Parameter5}
\addplot[
color=brown,
mark=asterisk,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,73.7151607)(7,73.54188442)(8,73.65497217)(9,73.67833404)
};
%\addlegendentry{Parameter6}
\addplot[
color=cyan,
mark=oplus,
]
coordinates {
(1,39.37007874)(2,39.37007874)(3,39.37007874)(4,39.37007874)(5,39.37007874)(6,45.5)(7,73.7824888)(8,73.72328176)(9,73.75368027)
};
%\addlegendentry{Parameter7}
\end{axis}
\begin{axis}[
at=(bottom axis.north),
anchor=south, yshift=\pgfkeysvalueof{/tikz/axis break gap},
width=14.3cm,
height=10cm,
xmin = 0, xmax = 10, % Updated x-axis ranges for the top axis
ymin = 69, ymax = 75, % Updated y-axis ranges for the top axis
ytick={70,71,72,73,74,80}, % Adjusted y-axis ticks
grid = major,
ylabel = {Y axis},
title = {Caption}, % Added title (topic)
title style={yshift=-1ex, text centered}, % Center the title
%legend entries = {excitatiespectrum},
axis x line*=top,
legend pos=south east,
legend cell align=left,
xticklabel=\empty,
after end axis/.code={
\draw (rel axis cs:0,0) +(-2mm,-1mm) -- +(2mm,1mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm)
(rel axis cs:0,0) +(0mm,0mm) -- +(0mm,0mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm);
\draw (rel axis cs:0,0) +(-2mm,0mm) -- +(2mm,2mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm)
(rel axis cs:0,0) +(0mm,0mm) -- +(0mm,0mm)
++(0pt,-\pgfkeysvalueof{/tikz/axis break gap})
+(-2mm,-1mm) -- +(2mm,1mm);
}]
\addplot[
color=blue,
mark=o,
]
coordinates {
(1,74.05929323)(2,74.11004875)(3,73.83395062)(4,74.1121437)(5,74.04318766)(6,74.19709055)(7,74.08991301)(8,74.14607895)(9,74.20123279)
};
\addlegendentry{Parameter1}
\addplot[
color=red,
mark=triangle,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,74.02102892)(7,74.01695258)(8,73.9599083)(9,73.96268008)
};
\addlegendentry{Parameter2}
\addplot[
color=green,
mark=square,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,74.21653139)(7,74.27160398)(8,74.34418505)(9,74.15820202)
};
\addlegendentry{Parameter3}
\addplot[
color=purple,
mark=star,
]
coordinates {
(1,70.78359818)(2,70.82715427)(3,70.88941587)(4,70.86594118)(5,70.72003935)(6,73.98564562)(7,73.87784185)(8,73.81499949)(9,73.91649512)
};
\addlegendentry{Parameter4}
\addplot[
color=orange,
mark=diamond,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,73.10161425)(7,72.99986002)(8,72.80970372)(9,72.39335599)
};
\addlegendentry{Parameter5}
\addplot[
color=brown,
mark=asterisk,
]
coordinates {
(1,73.90355191)(2,73.90355191)(3,73.90355191)(4,73.90355191)(5,73.90355191)(6,73.7151607)(7,73.54188442)(8,73.65497217)(9,73.67833404)
};
\addlegendentry{Parameter6}
\addplot[
color=cyan,
mark=oplus,
]
coordinates {
(1,39.37007874)(2,39.37007874)(3,39.37007874)(4,39.37007874)(5,67.9)(6,73.91158176)(7,73.7824888)(8,73.72328176)(9,73.75368027)
};
\addlegendentry{Parameter7}
\end{axis}
\end{tikzpicture}
\end{document}
然后下载生成的 PDF 文件,并在原始文件中,
\begin{figure*}
\center
\includegraphics[scale=0.8, trim={3cm 16.5cm 4.5cm 2.2cm},clip]{Generated_Plot1.pdf }
% trim from right edge
%\includegraphics[trim={0 0 5cm 0},clip]{SMOTE.pdf}
\caption{\label{schema}Caption 1}\label{fig}\end{figure*}
最后你就可以看到一条连续的曲线。