{"metadata":{"accession":"PF02617","entry_id":null,"type":"family","go_terms":null,"source_database":"pfam","member_databases":null,"integrated":"IPR003769","hierarchy":null,"name":{"name":"ATP-dependent Clp protease adaptor protein ClpS","short":"ClpS"},"description":[{"text":"<p>In the bacterial cytosol, ATP-dependent protein degradation is performed by several different chaperone-protease pairs, including ClpAP. ClpS directly influences the ClpAP machine by binding to the N-terminal domain of the chaperone ClpA. The degradation of ClpAP substrates, both SsrA-tagged proteins and ClpA itself, is specifically inhibited by ClpS. ClpS modifies ClpA substrate specificity, potentially redirecting degradation by ClpAP toward aggregated proteins [[cite:PUB00013965]].</p>","llm":false,"checked":false,"updated":false}],"wikipedia":[{"title":"ATP-dependent_Clp_protease_adaptor_protein_ClpS","extract":"<p>ClpS is an N-recognin in the N-end rule pathway. ClpS interacts with protein substrates that have a bulky hydrophobic residue at the N-terminus. The protein substrate is then degraded by the ClpAP protease.</p>","thumbnail":"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"}],"literature":{"PUB00013965":{"PMID":11931773,"ISBN":null,"volume":"9","issue":"3","year":2002,"title":"ClpS, a substrate modulator of the ClpAP machine.","URL":null,"raw_pages":"673-83","medline_journal":"Mol Cell","ISO_journal":"Mol. Cell","authors":["Dougan DA","Reid BG","Horwich AL","Bukau B."],"DOI_URL":"http://dx.doi.org/10.1016/S1097-2765(02)00485-9"},"PUB00013966":{"PMID":12426582,"ISBN":null,"volume":"9","issue":"12","year":2002,"title":"Structural analysis of the adaptor protein ClpS in complex with the N-terminal domain of ClpA.","URL":null,"raw_pages":"906-11","medline_journal":"Nat Struct Biol","ISO_journal":"Nat. Struct. Biol.","authors":["Zeth K","Ravelli RB","Paal K","Cusack S","Bukau B","Dougan DA."],"DOI_URL":"http://dx.doi.org/10.1038/nsb869"}},"set_info":null,"overlaps_with":null,"counters":{"subfamilies":0,"domain_architectures":120,"interactions":0,"matches":19697,"pathways":0,"proteins":19694,"proteomes":15812,"sets":0,"structural_models":{"alphafold":10649},"structures":39,"taxa":25224},"entry_annotations":{"hmm":0,"logo":0,"alignment:seed":188,"alignment:full":11225},"cross_references":{},"is_llm":false,"is_reviewed_llm":false,"is_updated_llm":false,"representative_structure":{"accession":"3o1f","name":"P1 crystal form of E. coli ClpS at 1.4 A resolution"}}}