diff --git a/src/diff.jl b/src/diff.jl
index 5f354b03b..131a1fe0d 100644
--- a/src/diff.jl
+++ b/src/diff.jl
@@ -809,7 +809,7 @@ Laplacian(vars) = Nabla(vars) ⋅ Nabla(vars)
 
 function (D::ArrayDifferentialOperator)(x::SymVec)
     @assert length(D.vars) == length(x) "Vector must be same length as vars in Operator $(D.name)."
-    @arrayop (i,) unwrap((D.differentials)[i](x[i])) term=D(y) reduce=+
+    @arrayop (i,) (D.differentials)[i](x[i]) term=D(y) 
 end
 (D::ArrayDifferentialOperator)(x::Arr) = Arr(D(value(x)))
 
@@ -821,9 +821,10 @@ end
 
 function LinearAlgebra.dot(D::ArrayDifferentialOperator, x::SymVec)
     @assert length(D.vars) == length(x) "Vector must be same length as vars in Operator $(D.name)."
-    sum(D(x))
+    @show D(x), scalarize(D(x))
+    sum(scalarize(D(x)))
 end 
-LinearAlgebra.dot(D::ArrayDifferentialOperator, x::Arr) = D ⋅ value(x)
+LinearAlgebra.dot(D::ArrayDifferentialOperator, x::Arr) = Num(D ⋅ value(x))
 
 function LinearAlgebra.dot(x::SymVec, D::ArrayDifferentialOperator)
     @assert length(D.vars) == length(x) "Vector must be same length as vars in Operator $(D.name)."
@@ -837,16 +838,6 @@ function LinearAlgebra.dot(D1::ArrayDifferentialOperator, D2::ArrayDifferentialO
     (x) -> @arrayop (i,) lap(x[i]) term=(D1⋅D2)(x) reduce=+
 end
 
-function εijk_cond(i, j, k)
-    if (i, j, k) in [(1, 2, 3), (2, 3, 1), (3, 1, 2)]
-        1
-    elseif (i == j) || (j == k) || (k == i)
-        0
-    else 
-        -1
-    end
-end
-
 function crosscompose(a, b)
     v1 = x -> (a[2] ∘ b[3])(x) - (a[3] ∘ b[2])(x)
     v2 = x -> (a[3] ∘ b[1])(x) - (a[1] ∘ b[3])(x)
@@ -884,4 +875,4 @@ Base.nameof(D::ArrayDifferentialOperator) = Symbol(D.name)
 function Base.:(==)(D1::ArrayDifferentialOperator, D2::ArrayDifferentialOperator) 
     @variables x[1:length(D1.vars)]
     all(scalarize(isequal.(D1.vars, D2.vars))) && all(scalarize(isequal.(D1(x), D2(x))))
-end
+end
\ No newline at end of file
diff --git a/test/diff.jl b/test/diff.jl
index 7486a78e7..17dff5bc7 100644
--- a/test/diff.jl
+++ b/test/diff.jl
@@ -348,3 +348,41 @@ let
     @test isequal(expand_derivatives(Differential(t)(im*t)), im)
     @test isequal(expand_derivatives(Differential(t)(t^2 + im*t)), 2t + im)
 end
+
+## Vector Calculus
+
+
+@variables x[1:3] y[1:3]
+
+∇ = Nabla(x)
+
+out = ∇(y)
+@test all(isequal.(scalarize(out), [Differential(x[1])(y[1]), Differential(x[2])(y[2]), Differential(x[3])(y[3])]))
+
+
+out = ∇ ⋅ y
+@test isequal(out, Div(x)(y))
+@test isequal(out, Differential(x[1])(y[1]) + Differential(x[2])(y[2]) + Differential(x[3])(y[3]))
+
+out = ∇ × y
+@test isequal(out, Curl(x)(y))
+@test all(isequal.(scalarize(out), [Differential(x[2])(y[3]) - Differential(x[3])(y[2]),
+                    Differential(x[3])(y[1]) - Differential(x[1])(y[3]),
+                    Differential(x[1])(y[2]) - Differential(x[2])(y[1])]))
+
+
+
+out = (∇ ⋅ ∇)(y)
+@test isequal(out, Laplacian(x)(y))
+@test all(isequal.(scalarize(out), [Differential(x[1])(Differential(x[1])(y[1])) + Differential(x[2])(Differential(x[2])(y[1])) + Differential(x[3])(Differential(x[3])(y[1])), 
+                         Differential(x[1])(Differential(x[1])(y[2])) + Differential(x[2])(Differential(x[2])(y[2])) + Differential(x[3])(Differential(x[3])(y[2])), 
+                         Differential(x[1])(Differential(x[1])(y[3])) + Differential(x[2])(Differential(x[2])(y[3])) + Differential(x[3])(Differential(x[3])(y[3]))]))
+
+
+out = (∇ × ∇)(y)
+
+@test isequal(out, Curl(x)(Curl(x)(y)))
+@test all(isequal.(scalarize(out), [Differential(x[2])(Differential(x[3])(y[1])) - Differential(x[3])(Differential(x[2])(y[1])), 
+                         Differential(x[3])(Differential(x[1])(y[2])) - Differential(x[1])(Differential(x[3])(y[2])), 
+                         Differential(x[1])(Differential(x[2])(y[3])) - Differential(x[2])(Differential(x[1])(y[3]))]))
+