With the help of a dedicated disk cloning utility, you can easily clone your hard drive. In other terms, Disk Cloning creates an exact carbon copy of your hard drive, including the master boot record, operating system, data, and other drive contents. How does Disk Cloning work?ĭisk Cloning refers to the process of perfectly copying every bit of information from one hard drive to another. Furthermore, you can have only one clone per hard drive. However, unlike the Disk Image file (which is a compressed file), a cloned copy is of the same size as the source drive. Similar to Disk Imaging, the hard drive content is copied to another drive in Disk Cloning. The Disk Cloning process creates an exact carbon copy of the source hard drive. Disk Image recovery is typically done by the same software you used to create it. It can be easily opened, installed, or restored on the drive. Disk Imaging includes using an intermediary process. So, it is often saved on an external storage device.

How Disk Imaging Works?ĭisk Image is built by creating a sector-by-sector copy of the hard drive, perfectly replicating the entire hard drive, including the operating system and other data on a very large compressed file. You can store this compressed mirror image of your storage drive on other drives or Cloud. The image remains in the form of a compressed file, but it is still very large. It contains the information required to boot, operating system, data, and structure of the source drive partition or entire hard drive.

The Disk Imaging process creates an exact mirror image of your hard drive.

Let's start with the basics! What is Disk Imaging? This article will walk you through both terminologies, including their uses, benefits, and differentiating factors. But there is a significant difference between these two terms. When you hear these terms, they may sound similar. Disk Imaging and Disk Cloning are the two processes that help create the exact copy of an entire hard drive, including all the data stored on it.

Hard disk image creator