/**
* Split function. Find the middle element 'mid'. And split the NodeArray using 'mid'. Copy the
* split array into a new Node 'newNode' of type 'Btree'. Insert corresponding child elements with
* it Update keycount and childcount
*
* @param i
*/
private void split(int i) {
if ((childArray[i].keycount) % 2 != 0) {
int x1 = childArray[i].keycount / 2;
int x2 = childArray[i].childcount / 2;
int mid = childArray[i].keyArray[childArray[i].keycount / 2]; // Split the node at mid
int midv = childArray[i].valueArray[childArray[i].keycount / 2];
BTree splitNode = new BTree(max); // New node created to store split data
for (int j = x1 + 1; j <= 2 * x1; j++)
splitNode.keyArray[j - x1 - 1] = childArray[i].keyArray[j];
for (int j = x1 + 1; j <= 2 * x1; j++)
splitNode.valueArray[j - x1 - 1] = childArray[i].valueArray[j];
for (int j = x2; j < 2 * x2; j++)
splitNode.childArray[j - x2] =
childArray[i].childArray[j]; // Copy it's respective childArray
childArray[i].keycount = x1; // Update Values' count of original child
childArray[i].childcount = x2; // Update it's child count
splitNode.keycount = x1; // Set new node's value count
splitNode.childcount = x2; // Set new node's child count
int temp = scanKeyArray(mid); // Insert the 'mid' node into it's parent
insertKey(temp, mid, midv);
insertChild(i + 1, splitNode);
}
}
/**
* Add the new key 'n' directly in the node without caring about the maximum limit. First scan the
* NodeArray to find the position of the new node, then add the node in that place If the
* NodeArray has children, then scan the child array to insert the new Node.
*
* @param n
*/
public void preInsert(int n, int v) {
int in = scanKeyArray(n); // Scan array to find position to insert 'n' using scanArray function
if (childcount > 0) // If node has a child, then insert in it's child node
{
childArray[in].preInsert(n, v);
if (childArray[in].keycount > max) // Child is full so split
split(in);
} else insertKey(in, n, v); // No children so insert in node itself
}
