Gnuplot，改进楼梯功能图

我有以下脚本：

set xlabel "y" 
set ylabel "rw[j]"
set title "P-D diagram"
set xzeroaxis
unset key

plot [0.5:1] \
-5.71429*x title "L[-5]" linetype 1, \
-4.28571*x title "U[-5]" linetype 3, \
-4.71429*x title "L[-4]" linetype 1, \
-3.28571*x title "U[-4]" linetype 3, \
-3.71429*x title "L[-3]" linetype 1, \
-2.28571*x title "U[-3]" linetype 3, \
-2.71429*x title "L[-2]" linetype 1, \
-1.28571*x title "U[-2]" linetype 3, \
-1.71429*x title "L[-1]" linetype 1, \
-0.285714*x title "U[-1]" linetype 3, \
-0.714286*x title "L[0]" linetype 1, \
0.714286*x title "U[0]" linetype 3, \
0.285714*x title "L[1]" linetype 1, \
1.71429*x title "U[1]" linetype 3, \
1.28571*x title "L[2]" linetype 1, \
2.71429*x title "U[2]" linetype 3, \
2.28571*x title "L[3]" linetype 1, \
3.71429*x title "U[3]" linetype 3, \
3.28571*x title "L[4]" linetype 1, \
4.71429*x title "U[4]" linetype 3, \
4.28571*x title "L[5]" linetype 1, \
5.71429*x title "U[5]" linetype 3, \
(0.500000<= x && x <= 0.531250) ? 0.000000:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? 0.000000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? 0.000000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? 0.000000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? 0.000000:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? 0.000000:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? 0.000000:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? 0.000000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? 0.000000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? 0.000000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? 0.000000:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? 0.000000:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? 0.000000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? 0.000000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? 0.000000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? 0.000000:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? -2.312500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? -2.500000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? -2.625000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? -2.750000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? -2.937500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? -3.062500:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? -3.187500:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? -3.375000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? -3.500000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? -3.625000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? -3.812500:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? -3.937500:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? -4.125000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? -4.250000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? -4.375000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? -4.562500:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? -1.812500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? -1.937500:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? -2.062500:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? -2.187500:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? -2.312500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? -2.437500:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? -2.500000:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? -2.625000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? -2.750000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? -2.875000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? -3.000000:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? -3.125000:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? -3.250000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? -3.312500:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? -3.437500:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? -3.562500:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? -1.312500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? -1.437500:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? -1.500000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? -1.562500:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? -1.687500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? -1.750000:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? -1.812500:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? -1.937500:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? -2.000000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? -2.062500:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? -2.187500:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? -2.250000:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? -2.375000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? -2.437500:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? -2.500000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? -2.625000:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? -0.812500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? -0.875000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? -0.937500:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? -1.000000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? -1.062500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? -1.125000:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? -1.125000:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? -1.187500:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? -1.250000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? -1.312500:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? -1.375000:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? -1.437500:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? -1.500000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? -1.500000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? -1.562500:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? -1.625000:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? -0.312500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? -0.375000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? -0.375000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? -0.375000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? -0.437500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? -0.437500:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? -0.437500:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? -0.500000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? -0.500000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? -0.500000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? -0.562500:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? -0.562500:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? -0.625000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? -0.625000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? -0.625000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? -0.687500:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? 0.312500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? 0.375000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? 0.375000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? 0.375000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? 0.437500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? 0.437500:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? 0.437500:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? 0.500000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? 0.500000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? 0.500000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? 0.562500:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? 0.562500:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? 0.625000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? 0.625000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? 0.625000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? 0.687500:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? 0.812500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? 0.875000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? 0.937500:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? 1.000000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? 1.062500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? 1.125000:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? 1.125000:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? 1.187500:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? 1.250000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? 1.312500:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? 1.375000:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? 1.437500:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? 1.500000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? 1.500000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? 1.562500:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? 1.625000:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? 1.312500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? 1.437500:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? 1.500000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? 1.562500:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? 1.687500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? 1.750000:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? 1.812500:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? 1.937500:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? 2.000000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? 2.062500:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? 2.187500:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? 2.250000:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? 2.375000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? 2.437500:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? 2.500000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? 2.625000:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? 1.812500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? 1.937500:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? 2.062500:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? 2.187500:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? 2.312500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? 2.437500:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? 2.500000:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? 2.625000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? 2.750000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? 2.875000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? 3.000000:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? 3.125000:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? 3.250000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? 3.312500:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? 3.437500:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? 3.562500:1.0/0.0 linetype 4,\
(0.500000<= x && x <= 0.531250) ? 2.312500:1.0/0.0 linetype 4,\
(0.531250<= x && x <= 0.562500) ? 2.500000:1.0/0.0 linetype 4,\
(0.562500<= x && x <= 0.593750) ? 2.625000:1.0/0.0 linetype 4,\
(0.593750<= x && x <= 0.625000) ? 2.750000:1.0/0.0 linetype 4,\
(0.625000<= x && x <= 0.656250) ? 2.937500:1.0/0.0 linetype 4,\
(0.656250<= x && x <= 0.687500) ? 3.062500:1.0/0.0 linetype 4,\
(0.687500<= x && x <= 0.718750) ? 3.187500:1.0/0.0 linetype 4,\
(0.718750<= x && x <= 0.750000) ? 3.375000:1.0/0.0 linetype 4,\
(0.750000<= x && x <= 0.781250) ? 3.500000:1.0/0.0 linetype 4,\
(0.781250<= x && x <= 0.812500) ? 3.625000:1.0/0.0 linetype 4,\
(0.812500<= x && x <= 0.843750) ? 3.812500:1.0/0.0 linetype 4,\
(0.843750<= x && x <= 0.875000) ? 3.937500:1.0/0.0 linetype 4,\
(0.875000<= x && x <= 0.906250) ? 4.125000:1.0/0.0 linetype 4,\
(0.906250<= x && x <= 0.937500) ? 4.250000:1.0/0.0 linetype 4,\
(0.937500<= x && x <= 0.968750) ? 4.375000:1.0/0.0 linetype 4,\
(0.968750<= x && x <= 1.000000) ? 4.562500:1.0/0.0 linetype 4
pause - 1

设置xlabel“y”
设置ylabel“rw[j]”
设置标题“P-D图”
设置X轴为零
取消设置键
绘图[0.5:1]\
-5.71429*x标题“L[-5]”线型1\
-4.28571*x标题“U[-5]”线型3\
-4.71429*x标题“L[-4]”线型1\
-3.28571*x标题“U[-4]”线型3\
-3.71429*x标题“L[-3]”线型1\
-2.28571*x标题“U[-3]”线型3\
-2.71429*x标题“L[-2]”线型1\
-1.28571*x标题“U[-2]”线型3\
-1.71429*x标题“L[-1]”线型1\
-0.285714*x标题“U[-1]”线型3\
-0.714286*x标题“L[0]”线型1\
0.714286*x标题“U[0]”线型3\
0.285714*x标题“L[1]”线型1\
1.71429*x标题“U[1]”线型3\
1.28571*x标题“L[2]”线型1\
2.71429*x标题“U[2]”线型3\
2.28571*x标题“L[3]”线型1\
3.71429*x标题“U[3]”线型3\
3.28571*x标题“L[4]”线型1\
4.71429*x标题“U[4]”线型3\
4.28571*x标题“L[5]”线型1\
5.71429*x标题“U[5]”线型3\
（0.500000您可以使用
int
函数将（正）数字向下舍入到下一个整数。使用正确的因子，这将产生正确的步长。例如，您可以执行以下操作，以
0.31250
的步长绘制
5*x
：

rounddown(x,p) = int(x/p)*p
plot rounddown(5*x,0.31250)

请注意，对于低分辨率，可能需要增加样本数量，例如，如下所示：

set samples 10000

将楼梯数据保存到文件中，并使用
步骤
，
历史步骤
打印样式。您能提供一个示例吗？