Shafeeq Sinnamohideen

Reusing Migration to Simply and Efficiently Implement Multi-server Operations in Transparently Scalable Storage Systems Degree Type: Ph.D. in Computer Science
Advisor(s): Gregory R. Ganger
Graduated: August 2010

Abstract:

Distributed file systems that scale by partitioning files and directories among a collection of servers inevitably encounter multi-server operations. A common example is a RENAME that moves a file from a directory managed by one server to a directory managed by another. Transparently scalable systems (those that provide the same semantics for multi-server operations as they do for single-server operations) traditionally implement dedicated protocols for these rare operations. This thesis explores an alternate approach, with simplicity as a goal, that exploits the existence of migration functionality normally used for load balancing. When a client request would involve files on multiple servers, the system can migrate responsibility for those files onto one server and have it service the request. Although migration may be more expensive than a dedicated cross-server protocol, trace analysis of deployed file systems indicates that such operations are extremely rare in file system workloads. A prototype system that uses this approach to supporting multi-server operations scales linearly and performs well even when multi-server operations are 100X more common than the worst-case trace. Thus, when migration functionality exists in the system, multi-server operations can be efficiently handled with very little additional implementation complexity.

Thesis Committee:
Gregory R. Ganger (Chair)
Garth Gibson
Priya Narasimhan
Jiri Schindler (NetApp)

Jeannette Wing, Head, Computer Science Department
Randy Bryant, Dean, School of Computer Science

Keywords:
Object-based storage, object ID assignment algorithms, namespace flattening, OSD, metadata scalability, multi-server operations, cross-server operations, cross-directory operations, transparent scalabilily

CMU-CS-10-141.pdf (925.9 KB) ( 122 pages)
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