Disk space requirements and recommendations disk-space-requirements-and-recommendations
Besides the space necessary to install the software, Image Serving has the following disk space requirements:
Source images, fonts, ICC profiles
install_folder /images
IS::RootPaths
HTTP response data cache
install_folder /cache/is-response
PS::ResponseCacheFolders
Image catalog data cache
install_folder /cache/catalog
CS::CatalogCacheFolder
Log data
install_folder /logs
PS::LogFolder
IS::LogFile
SV::LogFile
Image Server temporary files
install_folder /temp
IS::TempDirectory
SV::TempDirectory
Disk space requirements for source images section-317da75099ad480d9a461c7e706d4f1c
Adobe recommends that you convert all source images to the pyramid TIFF file format (PTIFF) using the Image Converter command-line tool (IC). This conversion ensures optimal runtime performance of Image Serving for all applications. While the Image Server can process all source file formats accepted by IC, Dynamic Media does not support for such uses.
When you use PTIFF files, the following rules of thumb can help you determine the space requirements.
total_space
(bytes) = number_of_images
× (2000 + avg_pixel_count
x avg_num_components
× p_factor
)
avg_pixel_count
The average pixel size (width x height) of all original source images. For example, if the original images are typically around 2k × 2k pixels, this would be 4 megapixels.avg_num_components
Depends on the type of images. For mostly RGB images, it is 3; for mostly CMYK or RGBA images, it is 4. Use 3.5 if half the images are RGB and the other half is RGBA.p_factor
Depends on the compression type and quality set when the images are converted with IC.
Example
An Image Serving deployment expects to use 30,000 low-resolution legacy images, with an average size of 500 × 500 RGB pixels. New print-quality image data is added at a rate of 10,000 per year. The typical CMYK image size is 4k × 6k bytes. All data is JPEG compressed at high quality. The total amount of disk space after three years of use is estimated as follows:
total_space
= 30,000 × (2k + 0.5k × 0.5k × 3 × 0.1) + 3 × 10,000 × (2k + 4k × 6k × 4 × 0.1) = 2.2 G + 268 GB = approximately 270 GB
For guaranteed best quality, a compression such as zip could be employed. Assuming a p_factor
of 0.4, the total amount of disk space required is approximately four times larger. In this case, slightly more than 1 terabyte.