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位置: 首页> 品牌> Sigma-Aldrich> Monoclonal Anti-TRIM23, (N-terminal) antibody produced in mouse

Monoclonal Anti-TRIM23, (N-terminal) antibody produced in mouse

品牌
Sigma-Aldrich
货号
SAB1403565
规格纯度
clone 2H4, purified immunoglobulin, buffered aqueous solution
价格
5045.46 *本价格含增值税费
促销
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数量
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半岛bd体育手机客户端 名称:
Monoclonal Anti-TRIM23, (N-terminal) antibody produced in mouse
ARD1
RNF46
ARFD1
半岛bd体育手机客户端 介绍:

半岛bd体育手机客户端 说明

一般描述

The protein encoded by this gene is a member of the tripartite motif (TRIM) family. The TRIM motif includes three zinc-binding domains, a RING, a B-box type 1 and a B-box type 2, and a coiled-coil region. This protein is also a member of the ADP ribosylation factor family of guanine nucleotide-binding family of proteins. Its carboxy terminus contains an ADP-ribosylation factor domain and a guanine nucleotide binding site, while the amino terminus contains a GTPase activating protein domain which acts on the guanine nucleotide binding site. The protein localizes to lysosomes and the Golgi apparatus. It plays a role in the formation of intracellular transport vesicles, their movement from one compartment to another, and phopholipase D activation. Three alternatively spliced transcript variants for this gene have been described. (provided by RefSeq)

免疫原

TRIM23 (AAH22510, 1 a.a. ~ 110 a.a) partial recombinant protein with GST tag. MW of the GST tag alone is 26 KDa.

Sequence
MATLVVNKLGAGVDSGRQGSRGTAVVKVLECGVCEDVFSLQGDKVPRLLLCGHTVCHDCLTRLPLHGRAIRCPFDRQVTDLGDSGVWGLKKNFALLELLERLQNGPIGQY

外形

Solution in phosphate buffered saline, pH 7.4

半岛bd体育手机客户端 性质

生物来源 mouse
偶联物 unconjugated
抗体形式 purified immunoglobulin
antibody product type primary antibodies
克隆 2H4, monoclonal
形式 buffered aqueous solution
分子量 antigen ~38.21 kDa
species reactivity human
technique(s) capture ELISA: suitable
indirect ELISA: suitable
western blot: 1-5 μg/mL
同位素/亚型 IgG2bκ
NCBI登记号 BC022510
UniProt登记号 P36406
运输 dry ice
储存温度 ?20℃
Gene Information human ... TRIM23(373)

安全信息

储存分类代码 13 - Non Combustible Solids
WGK WGK 1
闪点(F) Not applicable
闪点(C) Not applicable

Sigma-Aldrich

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