109 lines
25 KiB
Plaintext
109 lines
25 KiB
Plaintext
{
|
|
"cells": [
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 4,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"[Plots.jl] Switched to backend: qwt\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"using Plots\n",
|
|
"qwt();"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stderr",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"WARNING: Unsupported scale type: none\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": "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",
|
|
"text/plain": [
|
|
"Plot{Plots.QwtPackage() n=1}"
|
|
]
|
|
},
|
|
"execution_count": 7,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"plot(1:1000,1:1000, xscale=:log10, yscale=:none)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 6,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stderr",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"WARNING: Unsupported scale type: log2\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": "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",
|
|
"text/plain": [
|
|
"Plot{Plots.QwtPackage() n=1}"
|
|
]
|
|
},
|
|
"execution_count": 6,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"plot(1:1000,1:1000, xscale=:id, yscale=:log2)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": null,
|
|
"metadata": {
|
|
"collapsed": true
|
|
},
|
|
"outputs": [],
|
|
"source": []
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": "Julia 0.4.0-rc2",
|
|
"language": "julia",
|
|
"name": "julia-0.4"
|
|
},
|
|
"language_info": {
|
|
"file_extension": ".jl",
|
|
"mimetype": "application/julia",
|
|
"name": "julia",
|
|
"version": "0.4.0"
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 0
|
|
}
|