Shuffling multiple N-arrays over a given dimensions

Sometimes we have the need to shuffle a given list of arrays over a given dimension, but keeping the relative order on that dimension ( e.g. when we have in machine learning to shuffle features and label matrices over the dimension concerning the observations).
I hence developed the following function that does that. Do you have comments / ideas on how to improve it ?

import Random.shuffle

Shuffle a vector of n-dimensional arrays across dimension `dims` keeping the same order between the arrays

# Parameters
- `data`: The vector of arrays to shuffle
- `dims`: The dimension over to apply the shuffle [def: `1`]
- `rng`:  An `AbstractRNG` to apply for the shuffle

# Notes
- All the arrays must have the same size for the dimension to shuffle

# Example

julia> a = [1 2 30; 10 20 30]; b = [100 200 300];
julia> (aShuffled, bShuffled) = shuffle([a,b],dims=2)
2-element Vector{Matrix{Int64}}:
 [1 30 2; 10 30 20]
 [100 300 200]
function shuffle(data::AbstractArray{T,1};dims=1,rng=Random.GLOBAL_RNG)  where T <: AbstractArray
    Ns = [size(m,dims) for m in data]
    length(Set(Ns)) == 1 || @error "In `shuffle(arrays)` all individual arrays need to have the same size on the dimension specified"
    N    = Ns[1]
    ridx = Random.shuffle(rng, 1:N)
    out = similar(data)
    for (i,a) in enumerate(data)
       aidx = [collect(1:i) for i in size(a)]
       aidx[dims] = ridx
       out[i] = a[aidx...]
    return out
shuffle(rng::AbstractRNG,data::AbstractArray{T,1};dims=1) where T <: AbstractArray = shuffle(data;dims=dims,rng=rng)