@@ -110,12 +110,12 @@ end
110110# test_points = [i / ω for i in 0:0.1:10]
111111
112112# # instantaneous linear velocity
113- # v_singal (t) = -ω^2 * sin.(ω .* t)
114- # @test all(v_singal .(test_points) .≈ sol.(test_points; idxs = abs_v_sensor.v_x.u))
113+ # v_signal (t) = -ω^2 * sin.(ω .* t)
114+ # @test all(v_signal .(test_points) .≈ sol.(test_points; idxs = abs_v_sensor.v_x.u))
115115
116116# # instantaneous linear acceleration
117- # a_singal (t) = -ω^3 * cos.(ω .* t)
118- # @test all(a_singal .(test_points) .≈ sol.(test_points; idxs = body.ax))
117+ # a_signal (t) = -ω^3 * cos.(ω .* t)
118+ # @test all(a_signal .(test_points) .≈ sol.(test_points; idxs = body.ax))
119119# end
120120
121121# @testset "Sensors (two free falling bodies)" begin
@@ -205,11 +205,11 @@ end
205205# # the body is under constant acclertation = g
206206# @test all(sol[abs_a_sensor.a_y.u] .≈ g)
207207
208- # # the relative y-accleration between body1 and the base is
209- # # equal to the absolute y-accleration of body1
208+ # # the relative y-acceleration between body1 and the base is
209+ # # equal to the absolute y-acceleration of body1
210210# @test sol[abs_a_sensor.a_y.u][end] ≈ -sol[rel_a_sensor1.rel_a_y.u][end]
211211
212- # # the relative y-accleration between body1 and body2 is zero
212+ # # the relative y-acceleration between body1 and body2 is zero
213213# @test sol[rel_a_sensor2.rel_a_y.u][end] == 0
214214# end
215215
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