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NonlinearOscillations · Jun 14, 2024 · b0698b5 · b0698b5
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Showing 2 changed files with 21 additions and 21 deletions.
diff --git a/test/hysteresis_sweep.jl b/test/hysteresis_sweep.jl
@@ -14,7 +14,7 @@ varied = ω => range(0.95, 1.1, 10)           # range of parameter values
 result = get_steady_states(harmonic_eq, varied, fixed; show_progress=false, seed=SEED)
 
 followed_branches, _ = follow_branch(1, result)
-followed_branches, _ = follow_branch(1, result, y="√(u1^2+v1^2)")
+followed_branches, _ = follow_branch(1, result; y="√(u1^2+v1^2)")
 
 @test first(followed_branches) ≠ last(followed_branches)
 

diff --git a/test/limit_cycle.jl b/test/limit_cycle.jl
@@ -13,7 +13,7 @@ import HarmonicBalance.LinearResponse.plot_linear_response
     harmonic_eq = get_harmonic_equations(dEOM)
     HarmonicBalance.LimitCycles._choose_fixed(harmonic_eq, ω_lc)
 
-    fixed = ();
+    fixed = ()
     varied = μ => range(2, 3, 2)
 
     result = get_limit_cycles(
@@ -23,33 +23,33 @@ import HarmonicBalance.LinearResponse.plot_linear_response
     @test sum(any.(classify_branch(result, "stable"))) == 4
     @test sum(any.(classify_branch(result, "unique_cycle"))) == 1
 
-    plot(result, y="ω_lc")
-    plot_linear_response(result, x, branch=1, Ω_range=range(2.4, 2.6, 2), order=1)
+    plot(result; y="ω_lc")
+    plot_linear_response(result, x; branch=1, Ω_range=range(2.4, 2.6, 2), order=1)
 end
 
 # takes to long
 # @testset "coupled modes" begin
-    # @variables F, ω, ω_lc, t, x(t), y(t)
+# @variables F, ω, ω_lc, t, x(t), y(t)
 
-    # eqs = [d(x,t,2) + 1.0^2*x - x^3 - 0.006*y ~ F*cos(ω*t),
-    #     d(y,t,2) + 1.005^2*y - y^3 - 0.006*x ~ 0]
+# eqs = [d(x,t,2) + 1.0^2*x - x^3 - 0.006*y ~ F*cos(ω*t),
+#     d(y,t,2) + 1.005^2*y - y^3 - 0.006*x ~ 0]
 
-    # # differential equations
-    # diffeq = DifferentialEquation(eqs, [x,y])
+# # differential equations
+# diffeq = DifferentialEquation(eqs, [x,y])
 
-    # # specify the harmonic ansatz for x and y: x = u(T) cos(ωt) + v(T) sin(ωt)
-    # add_harmonic!(diffeq, x, ω)
-    # add_harmonic!(diffeq, y, ω)
-    # add_harmonic!(diffeq, x, ω + ω_lc)
-    # add_harmonic!(diffeq, y, ω + ω_lc)
-    # add_harmonic!(diffeq, x, ω - ω_lc)
-    # add_harmonic!(diffeq, y, ω - ω_lc)
+# # specify the harmonic ansatz for x and y: x = u(T) cos(ωt) + v(T) sin(ωt)
+# add_harmonic!(diffeq, x, ω)
+# add_harmonic!(diffeq, y, ω)
+# add_harmonic!(diffeq, x, ω + ω_lc)
+# add_harmonic!(diffeq, y, ω + ω_lc)
+# add_harmonic!(diffeq, x, ω - ω_lc)
+# add_harmonic!(diffeq, y, ω - ω_lc)
 
-    # harmonic_eq = get_harmonic_equations(diffeq);
+# harmonic_eq = get_harmonic_equations(diffeq);
 
-    # fixed = (F => 0.0015)
-    # varied = (ω => range(0.992, 0.995, 2))
+# fixed = (F => 0.0015)
+# varied = (ω => range(0.992, 0.995, 2))
 
-    # # results
-    # result = get_limit_cycles(harmonic_eq, varied, fixed, ω_lc; threading=true)
+# # results
+# result = get_limit_cycles(harmonic_eq, varied, fixed, ω_lc; threading=true)
 # end