Automatic build\nPublished by build of: SciML/SciMLTutorials.jl@d18f9a9

Author: root

html/perturbation/01-perturbation_algebraic.html

@@ -888,8 +888,8 @@ <h2>Solving the Quintic</h2>
 
 <pre class="output">
 Dict&#123;Any, Any&#125; with 2 entries:
-  a₁ &#61;&gt; -0.2
   a₂ &#61;&gt; -0.04
+  a₁ &#61;&gt; -0.2
 </pre>
 
 
@@ -1015,11 +1015,11 @@ <h2>Solving the Kepler&#39;s Equation</h2>
 
 <pre class="output">
 Dict&#123;Any, Any&#125; with 3 entries:
-  a₁ &#61;&gt; M &#43; 0.00833333&#40;M^5&#41; - &#40;0.166667&#40;M^3&#41;&#41;
   a₂ &#61;&gt; M &#43; 0.00833333&#40;M^5&#41; &#43; 0.0416667&#40;M &#43; 0.00833333&#40;M^5&#41; - &#40;0.166667&#40;M^3
 &#41;&#41;&#41;*…
   a₃ &#61;&gt; M &#43; 0.00833333&#40;M^5&#41; &#43; 0.0416667&#40;M &#43; 0.00833333&#40;M^5&#41; - &#40;0.166667&#40;M^3
 &#41;&#41;&#41;*…
+  a₁ &#61;&gt; M &#43; 0.00833333&#40;M^5&#41; - &#40;0.166667&#40;M^3&#41;&#41;
 </pre>
 
 
@@ -1060,8 +1060,8 @@ <h2>Solving the Kepler&#39;s Equation</h2>
 </div>
 <div class="markdown"><p>Computer Information:</p>
 </div>
-<div class="markdown"><pre><code>Julia Version 1.6.1
-Commit 6aaedecc44 &#40;2021-04-23 05:59 UTC&#41;
+<div class="markdown"><pre><code>Julia Version 1.6.2
+Commit 1b93d53fc4 &#40;2021-07-14 15:36 UTC&#41;
 Platform Info:
   OS: Linux &#40;x86_64-pc-linux-gnu&#41;
   CPU: AMD EPYC 7502 32-Core Processor
@@ -1075,15 +1075,15 @@ <h2>Solving the Kepler&#39;s Equation</h2>
 </div>
 <div class="markdown"><p>Package Information:</p>
 </div>
-<div class="markdown"><pre><code>      Status &#96;/var/lib/buildkite-agent/builds/1-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Project.toml&#96;
+<div class="markdown"><pre><code>      Status &#96;/var/lib/buildkite-agent/builds/3-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Project.toml&#96;
   &#91;0c46a032&#93; DifferentialEquations v6.17.1
   &#91;961ee093&#93; ModelingToolkit v5.17.3
   &#91;91a5bcdd&#93; Plots v1.15.2
   &#91;30cb0354&#93; SciMLTutorials v0.9.0
   &#91;d1185830&#93; SymbolicUtils v0.11.2
   &#91;0c5d862f&#93; Symbolics v0.1.25</code></pre>
 <p>And the full manifest:</p>
-<pre><code>      Status &#96;/var/lib/buildkite-agent/builds/1-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Manifest.toml&#96;
+<pre><code>      Status &#96;/var/lib/buildkite-agent/builds/3-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Manifest.toml&#96;
   &#91;c3fe647b&#93; AbstractAlgebra v0.16.0
   &#91;1520ce14&#93; AbstractTrees v0.3.4
   &#91;79e6a3ab&#93; Adapt v3.3.0
@@ -1361,7 +1361,7 @@ <h2>Solving the Kepler&#39;s Equation</h2>
         <div class="footer">
           <p>
             Published from <a href="01-perturbation_algebraic.jmd">01-perturbation_algebraic.jmd</a>
-            using <a href="http://github.com/JunoLab/Weave.jl">Weave.jl</a> v0.10.9 on 2021-06-22.
+            using <a href="http://github.com/JunoLab/Weave.jl">Weave.jl</a> v0.10.10 on 2021-08-06.
           </p>
         </div>
       </div>

html/perturbation/02-perturbation_differential.html

@@ -257,8 +257,8 @@ solve_coef(eqs, a)
 
 ```
 Dict{Any, Any} with 2 entries:
-  a₁ => -0.2
   a₂ => -0.04
+  a₁ => -0.2
 ```
 
 
@@ -410,11 +410,11 @@ vals = solve_coef(eqs, a)
 
 ```
 Dict{Any, Any} with 3 entries:
-  a₁ => M + 0.00833333(M^5) - (0.166667(M^3))
   a₂ => M + 0.00833333(M^5) + 0.0416667(M + 0.00833333(M^5) - (0.166667(M^3
 )))*…
   a₃ => M + 0.00833333(M^5) + 0.0416667(M + 0.00833333(M^5) - (0.166667(M^3
 )))*…
+  a₁ => M + 0.00833333(M^5) - (0.166667(M^3))
 ```
 
 
@@ -471,8 +471,8 @@ SciMLTutorials.weave_file("tutorials/perturbation","01-perturbation_algebraic.jm
 Computer Information:
 
 ```
-Julia Version 1.6.1
-Commit 6aaedecc44 (2021-04-23 05:59 UTC)
+Julia Version 1.6.2
+Commit 1b93d53fc4 (2021-07-14 15:36 UTC)
 Platform Info:
   OS: Linux (x86_64-pc-linux-gnu)
   CPU: AMD EPYC 7502 32-Core Processor
@@ -488,7 +488,7 @@ Environment:
 Package Information:
 
 ```
-      Status `/var/lib/buildkite-agent/builds/1-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Project.toml`
+      Status `/var/lib/buildkite-agent/builds/3-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Project.toml`
   [0c46a032] DifferentialEquations v6.17.1
   [961ee093] ModelingToolkit v5.17.3
   [91a5bcdd] Plots v1.15.2
@@ -500,7 +500,7 @@ Package Information:
 And the full manifest:
 
 ```
-      Status `/var/lib/buildkite-agent/builds/1-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Manifest.toml`
+      Status `/var/lib/buildkite-agent/builds/3-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Manifest.toml`
   [c3fe647b] AbstractAlgebra v0.16.0
   [1520ce14] AbstractTrees v0.3.4
   [79e6a3ab] Adapt v3.3.0

markdown/perturbation/01-perturbation_algebraic.md

@@ -143,8 +143,8 @@ vals = solve_coef(eqs, ∂∂y)
 ```
 Dict{Any, Any} with 3 entries:
   ∂∂y₁ => 2.0y₀(t)
-  ∂∂y₀ => -1.0
   ∂∂y₂ => 2.0y₁(t) - (3.0(y₀(t)^2))
+  ∂∂y₀ => -1.0
 ```
 
 
@@ -162,8 +162,8 @@ eqs = [substitute(first(v), subs) ~ substitute(last(v), subs) for v in vals]
 ```
 3-element Vector{Symbolics.Equation}:
  Differential(t)(Differential(t)(y₁(t))) ~ 2.0y₀(t)
- Differential(t)(Differential(t)(y₀(t))) ~ -1.0
  Differential(t)(Differential(t)(y₂(t))) ~ 2.0y₁(t) - (3.0(y₀(t)^2))
+ Differential(t)(Differential(t)(y₀(t))) ~ -1.0
 ```
 
 
@@ -183,11 +183,11 @@ states(sys)
 ```
 6-element Vector{Any}:
  y₁ˍt(t)
- y₀ˍt(t)
  y₂ˍt(t)
+ y₀ˍt(t)
  y₁(t)
- y₀(t)
  y₂(t)
+ y₀(t)
 ```
 
 
@@ -205,66 +205,66 @@ sol = solve(prob; dtmax=0.01)
 ```
 retcode: Success
 Interpolation: automatic order switching interpolation
-t: 303-element Vector{Float64}:
+t: 302-element Vector{Float64}:
  0.0
- 0.0007064003808057418
- 0.007770404188863159
- 0.017770404188863158
- 0.02777040418886316
- 0.03777040418886316
- 0.047770404188863164
- 0.057770404188863166
- 0.06777040418886317
- 0.07777040418886316
+ 0.0009990005004983772
+ 0.010989005505482149
+ 0.020989005505482147
+ 0.03098900550548215
+ 0.04098900550548215
+ 0.05098900550548215
+ 0.060989005505482155
+ 0.07098900550548215
+ 0.08098900550548215
  ⋮
- 2.927770404188845
- 2.9377704041888446
- 2.9477704041888444
- 2.957770404188844
- 2.967770404188844
- 2.9777704041888438
- 2.9877704041888435
- 2.9977704041888433
+ 2.920989005505464
+ 2.930989005505464
+ 2.9409890055054637
+ 2.9509890055054635
+ 2.9609890055054633
+ 2.970989005505463
+ 2.980989005505463
+ 2.9909890055054627
  3.0
-u: 303-element Vector{Vector{Float64}}:
+u: 302-element Vector{Vector{Float64}}:
  [0.0, 0.0, 1.0, 0.0, 0.0, 0.0]
- [-1.174982827371994e-10, -0.0007064003808057417, 1.0, -2.0750207917394702e
--14, -2.4950074900124696e-7, 0.0007064003808057417]
- [-1.5639021432321165e-7, -0.0077704041888631585, 0.9999999999948065, -3.03
-8037941185756e-10, -3.0189590629150915e-5, 0.007770404188856389]
- [-1.8705557791258766e-6, -0.017770404188863158, 0.9999999996751162, -8.310
-133063220138e-9, -0.00015789363251778217, 0.017770404187900546]
- [-7.138802181701145e-6, -0.027770404188863156, 0.9999999969720239, -4.9561
-855502544754e-8, -0.0003855976744064134, 0.027770404174847732]
- [-1.796112942204903e-5, -0.037770404188863155, 0.9999999859071251, -1.6959
-97794898182e-7, -0.0007133017162950444, 0.037770404100146475]
- [-3.6337537500169564e-5, -0.04777040418886315, 0.9999999543925265, -4.3396
-47134027663e-7, -0.0011410057581836756, 0.047770403825747154]
- [-6.42680264160627e-5, -0.057770404188863145, 0.999999882030846, -9.281974
-65619118e-7, -0.0016687098000723068, 0.0577704030530071]
- [-0.00010375259616972848, -0.06777040418886314, 0.9999997379152122, -1.757
-838844516597e-6, -0.0022964138419609374, 0.0677704012285957]
- [-0.00015679124676116685, -0.07777040418886313, 0.9999994784292653, -3.048
-4296584729253e-6, -0.003024117883849568, 0.07777039742839956]
+ [9.976696651635089e-7, -9.96091672587352e-10, 0.9990009994995016, 3.322518
+3183212947e-10, -2.488196097577267e-13, 0.0009985014994983792]
+ [0.00012031590433746151, -1.313675024660254e-6, 0.9890109944945178, 4.4112
+24493041101e-7, -3.6163136458534604e-9, 0.010928626384482389]
+ [0.00043745619814322776, -9.069307488622044e-6, 0.9790109944945178, 3.0659
+81129291793e-6, -4.777432914805544e-8, 0.02076873632942756]
+ [0.0009503986908478969, -2.891919290301644e-5, 0.9690109944945178, 9.84292
+0408498354e-6, -2.253405719858556e-7, 0.030508846274372736]
+ [0.0016571433824514696, -6.62992778592017e-5, 0.9590109944945178, 2.271996
+227591275e-5, -6.846158733026939e-7, 0.04014895621931791]
+ [0.0025556902729539453, -0.0001264323265297471, 0.9490109944945178, 4.3625
+12872052407e-5, -1.6271927847283168e-6, 0.04968906616426308]
+ [0.0036440393623553254, -0.0002143301206684335, 0.9390109944945177, 7.4466
+44173132131e-5, -3.3058347541908906e-6, 0.05912917610920825]
+ [0.004920190650655609, -0.0003347956596102526, 0.9290109944945177, 0.00011
+713192329729352, -6.022377301729108e-6, 0.06846928605415342]
+ [0.006382144137854795, -0.0004924253602714071, 0.9190109944945177, 0.00017
+348959540742975, -1.0125651195304294e-5, 0.0777093959990986]
  ⋮
- [-8.36545937120874, -2.927770404188845, -38.439056472977875, -6.1230360911
-17333, -4.285919769822102, -16.31697998093089]
- [-8.451470876978934, -2.9377704041888446, -39.11720718755033, -6.207120253
-563204, -4.31524747386399, -16.7047535915276]
- [-8.538069936829967, -2.9477704041888444, -39.804654573946586, -6.29206746
-7170514, -4.344675177905878, -17.09935511351616]
- [-8.625258550761837, -2.957770404188844, -40.50149389131581, -6.3778836174
-80072, -4.374202881947767, -17.50087798937105]
- [-8.713038718774545, -2.967770404188844, -41.20782104731666, -6.4645746100
-32686, -4.403830585989655, -17.90941661739895]
- [-8.80141244086809, -2.9777704041888438, -41.923732600317294, -6.552146370
-369165, -4.433558290031543, -18.32506635823484]
- [-8.890381717042473, -2.9877704041888435, -42.649325761595335, -6.64060484
-4030317, -4.463385994073432, -18.747923541360098]
- [-8.979948547297694, -2.9977704041888433, -43.38469839753792, -6.729955996
-556951, -4.493313698115321, -19.178085471642593]
- [-9.000000000000174, -3.0, -43.55000000000142, -6.750000000000175, -4.5000
-00000000051, -19.275000000000954]
+ [0.22471192394104525, 2.8247253103418704, -1.9209890055054843, 2.240961476
+3951557, 1.8060647625748494, -1.3450993796364734]
+ [0.1976175041144319, 2.814507114834879, -1.9309890055054844, 2.24307344453
+3601, 1.8342621940922712, -1.3643592696915283]
+ [0.17013688648671746, 2.8027476697776446, -1.9409890055054844, 2.244912539
+151441, 1.8623497674202474, -1.3837191597465832]
+ [0.14226807105790193, 2.789410746307444, -1.9509890055054844, 2.2464748882
+70665, 1.8903118892738933, -1.403179049801638]
+ [0.11400905782798529, 2.7744596885439723, -1.9609890055054844, 2.247756599
+913262, 1.9181326019464422, -1.422738939856693]
+ [0.08535784679696758, 2.757857411389343, -1.9709890055054844, 2.2487537621
+01221, 1.94579557902807, -1.4423988299117478]
+ [0.05631243796484875, 2.7395663983280887, -1.9809890055054844, 2.249462442
+856531, 1.9732841211027194, -1.4621587199668027]
+ [0.026870831331628833, 2.7195486992271602, -1.9909890055054844, 2.24987869
+0201181, 2.000581151422923, -1.4820186100218575]
+ [-6.521976042861373e-14, 2.6999999999999384, -2.0000000000000218, 2.249999
+999999993, 2.024999999999945, -1.5000000000000422]
 ```
 
 
@@ -332,8 +332,8 @@ vals = solve_coef(eqs, ∂∂y)
 ```
 Dict{Any, Any} with 3 entries:
   ∂∂y₁ => -2.0∂y₀ - y₁(t)
-  ∂∂y₀ => -y₀(t)
   ∂∂y₂ => -2.0∂y₁ - y₂(t)
+  ∂∂y₀ => -y₀(t)
 ```
 
 
@@ -354,9 +354,9 @@ eqs = [substitute(first(v), subs) ~ substitute(last(v), subs) for v in vals]
 3-element Vector{Symbolics.Equation}:
  Differential(t)(Differential(t)(y₁(t))) ~ -y₁(t) - (2.0Differential(t)(y₀(
 t)))
- Differential(t)(Differential(t)(y₀(t))) ~ -y₀(t)
  Differential(t)(Differential(t)(y₂(t))) ~ -y₂(t) - (2.0Differential(t)(y₁(
 t)))
+ Differential(t)(Differential(t)(y₀(t))) ~ -y₀(t)
 ```
 
 
@@ -371,11 +371,11 @@ sys = ode_order_lowering(sys)
 ```
 
 ```
-Model ##ODESystem#2100 with 6 equations
+Model ##ODESystem#8559 with 6 equations
 States (6):
   y₁ˍt(t)
-  y₀ˍt(t)
   y₂ˍt(t)
+  y₀ˍt(t)
   y₁(t)
 ⋮
 Parameters (0):
@@ -419,8 +419,8 @@ SciMLTutorials.weave_file("tutorials/perturbation","02-perturbation_differential
 Computer Information:
 
 ```
-Julia Version 1.6.1
-Commit 6aaedecc44 (2021-04-23 05:59 UTC)
+Julia Version 1.6.2
+Commit 1b93d53fc4 (2021-07-14 15:36 UTC)
 Platform Info:
   OS: Linux (x86_64-pc-linux-gnu)
   CPU: AMD EPYC 7502 32-Core Processor
@@ -436,7 +436,7 @@ Environment:
 Package Information:
 
 ```
-      Status `/var/lib/buildkite-agent/builds/1-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Project.toml`
+      Status `/var/lib/buildkite-agent/builds/3-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Project.toml`
   [0c46a032] DifferentialEquations v6.17.1
   [961ee093] ModelingToolkit v5.17.3
   [91a5bcdd] Plots v1.15.2
@@ -448,7 +448,7 @@ Package Information:
 And the full manifest:
 
 ```
-      Status `/var/lib/buildkite-agent/builds/1-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Manifest.toml`
+      Status `/var/lib/buildkite-agent/builds/3-amdci4-julia-csail-mit-edu/julialang/scimltutorials-dot-jl/tutorials/perturbation/Manifest.toml`
   [c3fe647b] AbstractAlgebra v0.16.0
   [1520ce14] AbstractTrees v0.3.4
   [79e6a3ab] Adapt v3.3.0

markdown/perturbation/02-perturbation_differential.md

@@ -327,11 +327,11 @@
       "file_extension": ".jl",
       "mimetype": "application/julia",
       "name": "julia",
-      "version": "1.6.1"
+      "version": "1.6.2"
     },
     "kernelspec": {
       "name": "julia-1.6",
-      "display_name": "Julia 1.6.1",
+      "display_name": "Julia 1.6.2",
       "language": "julia"
     }
   },

notebook/perturbation/01-perturbation_algebraic.ipynb

@@ -281,11 +281,11 @@
       "file_extension": ".jl",
       "mimetype": "application/julia",
       "name": "julia",
-      "version": "1.6.1"
+      "version": "1.6.2"
     },
     "kernelspec": {
       "name": "julia-1.6",
-      "display_name": "Julia 1.6.1",
+      "display_name": "Julia 1.6.2",
       "language": "julia"
     }
   },