A tree node is a fundamental component in data structures. It can be regarded as a self-sufficient object that contains data and links to other nodes. Each node comprises two primary elements: data and links. The data section is responsible for storing information, while the links serve to connect nodes and form the tree structure. In a binary tree, a node usually includes data, a link to the left child node, and a link to the right child node. These child nodes can also have links to their own child nodes, thereby constructing the tree structure. For instance, imagine a node in a binary search tree that contains the value 10, with a left child node valued at 5 and a right child node valued at 15. The "10" node is referred to as the parent node of "5" and "15", while "5" and "15" are the child nodes of "10". In this tree structure, with "10" as the root, values less than 10 would be found in the left subtree, and values greater than 10 would be in the right subtree. This process of connecting nodes continues to build the tree structure.