This is my first question here, so if I am doing things incorrectly, please let me know. Now on to the question:

The forcing notion $Fn(\kappa,2)$, which constists of partial functions from $\kappa$ to $2$ with finite support, ordered by reverse inclusion, is known to add $\kappa$ new cohen reals.

Are there similare forcing notions adding $\kappa$ new random, sacks, prikry, or Mathias reals?