How to make an encrypted sparseimage larger on osx

Let's do it the the Disk Utility way!

1. I'm assuming you have opened Disk Utility and you can see your disk image in the list

   

2. Make sure your .sparsebundle / .sparseimage is unmounted / ejected

3. Select your disk image

4. Select Images, then select Resize...

   

5. Enter your password

   

6. Resize that mofo

   

7. Double-click the disk image in the list to mount it

8. Choose your path

   1. If you select the actual volume in the list (the volume in the image, not the image) and the available space matches the new resized size, then you are done

      

   2. It doesn't match? Well... This means you have a disk image with a partition map. Read on.

      1. Unmount / eject that sucker

      2. Select the disk image (the .sparsebundle / .sparseimage)

      3. Select the Partition tab

         

      4. Drag the corner to enlarge partiton to the maximum size

         

      5. Select apply

9. There is no step 9! Treat yourself to a large, toasty, disk image / chilled beverage

Ignore this method!

All it takes is a short Google search to discover the answer. Ray's Weblog has a solution:

A Sparse Bundle Image will increase in size automatically but will not shrink automatically. Before shrinking the sparse bundle, mount it and empty the trash to get rid of any deleted items from the image.

Unmount the image and follow the commands below.

To compact (image size stays the same):

hdiutil compact ~/Documents/filename.sparsebundle
hdiutil compact -help (for a list of options)

To increase the image size (eg., 20G to 30G)

hdiutil resize -size 30g ~/Documents/filename.sparsebundle
hdiutil resize -help (for a list of options)

Mount the image then do a Get Info on the Volume to see the new size.

I have an encrypted .sparsebundle image and the Disk Utility approach failed with "The selected image cannot be resized" error. What worked instead was this Terminal command:

hdiutil resize -size 30g ~/Documents/filename.sparsebundle

(Replace 30g with the desired size.)