Fix typo in MorsePotential

ohno · Nov 13, 2023 · b1bd990 · b1bd990
1 parent fda5d84
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Showing 3 changed files with 6 additions and 6 deletions.
diff --git a/docs/src/MorsePotential.md b/docs/src/MorsePotential.md
@@ -163,8 +163,8 @@ for n in 0:MP.nₘₐₓ()
  plot!(0.1:0.01:15, r -> EM > MP.V(r) ? EM : NaN, lc="#578FC7", lw=1, label="")
 end
 # potential
-plot!(0.1:0.01:15, r -> HO.V(r-MP.rₑ) - MP.Dₑ, lc="#BC1C5F", lw=2, label="Morse Potential")
-plot!(0.1:0.01:15, r -> MP.V(r), lc="#578FC7", lw=2, label="Harmonic Oscillator")
+plot!(0.1:0.01:15, r -> HO.V(r-MP.rₑ) - MP.Dₑ, lc="#BC1C5F", lw=2, label="Harmonic Oscillator")
+plot!(0.1:0.01:15, r -> MP.V(r), lc="#578FC7", lw=2, label="Morse Potential")
 ```
 
 ![](./assets/fig//MorsePotential_6_1.png)
@@ -339,7 +339,7 @@ Unit testing and Integration testing were done using computer algebra system ([S
 
 ```
 Test Summary: | Pass Total Time
-Lₙ⁽ᵅ⁾(x) = x⁻ᵅeˣ/n! dⁿ/dxⁿ xⁿ⁺ᵅe⁻ˣ | 15 15 5.7s
+Lₙ⁽ᵅ⁾(x) = x⁻ᵅeˣ/n! dⁿ/dxⁿ xⁿ⁺ᵅe⁻ˣ | 15 15 6.4s
 ```
 
 #### Normalization & Orthogonality of $L_n^{(\alpha)}(x)$
@@ -971,5 +971,5 @@ are given by the sum of 2 Taylor series:
 0.10273 8 -0.0324138862460414 -0.0324138756621953 0.0000326522081163% ✔
 0.10273 9 -0.0267420183757886 -0.0267418585657935 0.0005976024244662% ✔
 Test Summary: | Pass Total Time
-<ψₙ|H|ψₙ> = ∫ψₙ*Hψₙdx = Eₙ | 40 40 2.5s
+<ψₙ|H|ψₙ> = ∫ψₙ*Hψₙdx = Eₙ | 40 40 2.8s
 ```
diff --git a/docs/src/assets/fig/MorsePotential_6_1.png b/docs/src/assets/fig/MorsePotential_6_1.png
diff --git a/docs/src/jmd/MorsePotential.jmd b/docs/src/jmd/MorsePotential.jmd
@@ -138,8 +138,8 @@ for n in 0:MP.nₘₐₓ()
  plot!(0.1:0.01:15, r -> EM > MP.V(r) ? EM : NaN, lc="#578FC7", lw=1, label="")
 end
 # potential
-plot!(0.1:0.01:15, r -> HO.V(r-MP.rₑ) - MP.Dₑ, lc="#BC1C5F", lw=2, label="Morse Potential")
-plot!(0.1:0.01:15, r -> MP.V(r), lc="#578FC7", lw=2, label="Harmonic Oscillator")
+plot!(0.1:0.01:15, r -> HO.V(r-MP.rₑ) - MP.Dₑ, lc="#BC1C5F", lw=2, label="Harmonic Oscillator")
+plot!(0.1:0.01:15, r -> MP.V(r), lc="#578FC7", lw=2, label="Morse Potential")
 ```
 
 where, the potential of harmonic oscillator is defined as $V(r) \simeq \frac{1}{2} k (r - r_\mathrm{e})^2 + V_0$.