Binary tree traversal using stack

I need a description of non-recursive algorithm using stack (inorder,preorder,postorder).

Non-recursive algorithms are written with loops. Search Google for non recursive tree.

I know stacks. They can be simulated with areas. But I don't know "inorder, preorder, postorder", and I am not sure they are needed for stacks.

its ok i figured it out myself :)

public void printPreOrder()
{stack s = new stack();
BinaryNodeWithSize cnode;
s.push ( root);

while ( !s.isEmpty())

{
cnode=s.topAndPop();
BinaryNodeWithSize right = cnode.getRight();
if (right !=null)
s.push(right);
BinaryNodeWithSize left =cnode.getLeft();
if (left!=null)
s.push(left);
System.out.println(cnode.getdata());



}


}


public void printPostOrder()
{
stack s=new stack();
BinaryNodeWithSize cnode;
s.push(root);
while (!s.isEmpty())
{ cnode=s.top();
if ((cnode.getLeft()!=null)&& (cnode.getLeft().visited==false))
{s.push(cnode.getLeft());}
else
{if ((cnode.getRight()!=null)&& (cnode.getRight().visited==false))
{s.push(cnode.getRight());}
else
{System.out.println(cnode.getdata());
cnode.visited=true;
s.pop();}}


}

}


public void printInOrder()

{
stack s=new stack();
BinaryNodeWithSize cnode;
s.push(root);
while (!s.isEmpty())
{ cnode=s.top();
if ((cnode.getLeft()!=null)&& (cnode.getLeft().visited==false))
{s.push(cnode.getLeft());}
else
{if ((cnode.getRight()!=null)&& (cnode.getRight().visited==false))
{ System.out.println(cnode.getdata());
cnode.visited=true;
s.pop();
s.push(cnode.getRight());}
else
{System.out.println(cnode.getdata());
cnode.visited=true;
s.pop();}}


}


}

}