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Anti-ADCY9 Polyclonal Antibody (PTX19462)

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概述
货号PTX19462
品牌ProteoGenix
描述
Anti-ADCY9 Polyclonal Antibody (PTX19462) is a rabbit polyclonal antibody detecting ADCY9,Adenylate cyclase type 9,AC9,ATP pyrophosphate-lyase 9,Adenylate cyclase type IX,ACIX,KIAA0520,Adenylyl cyclase 9 in ELISA, IHC, WB. Suitable for Human, Mouse, Rat.
Highlights
  • Affinity Purified — Minimal background and high purity for reliable results.
  • Multi-Application — Validated across multiple applications.
  • Multi-Species — Cross-reactive for translational research.
种属反应性Human, Mouse, Rat
应用ELISA, IHC, WB
宿主Rabbit
同种型IgG
克隆类型Polyclonal
免疫原E. coli - derived recombinant Human ADCY9 (Asp1029-Val1282).
靶标ADCY9,Adenylate cyclase type 9,AC9,ATP pyrophosphate-lyase 9,Adenylate cyclase type IX,ACIX,KIAA0520,Adenylyl cyclase 9
纯化方式Purified by antigen affinity column.
Accession号O60503
状态Liquid
保存溶液 0.01M PBS, pH 7.4, 50% Glycerol, 0.05% Proclin 300.

Please refer to the specific buffer information in the hardcopy of datasheet or the lot-specific COA.
稳定性和存储Use a manual defrost freezer and avoid repeated freeze thaw cycles. Store at 2 to 8°C for frequent use. Store at -20 to -80°C for twelve months from the date of receipt.
背景

Adenylate cyclase type 9 (ADCY9) is a ~150 kDa protein. Adenylyl cyclase that catalyzes the formation of the signaling molecule cAMP in response to activation of G protein-coupled receptors. Contributes to signaling cascades activated by CRH (corticotropin-releasing factor), corticosteroids and beta-adrenergic receptors.

1. Paterson, JM. et al. (2000) Journal of neurochemistry 75, 1358-67. PMID: 10987815
2. Small, KM. et al. (2003) Pharmacogenetics 13, 535-41. PMID: 12972952
3. Tantisira, KG. et al. (2005) Human molecular genetics 14, 1671-7. PMID: 15879435
4. Hacker, BM. et al. (1998) Genomics 50, 97-104. PMID: 9628827
NoteFor research use only.
图片
参考文献
公式
质量 (g) = 浓度 (mol/L) × 体积 (L) × 分子量 (g/mol)
填写 质量、浓度、体积中的任意 2 项 + 分子量，自动计算未知值。
质量
=
浓度
×
体积
分子量 *
g/mol
公式
C₁ × V₁ = C₂ × V₂
填写 4 项中的任意 3 项，自动计算未知值。
母液
C₁ (起始浓度)
×
V₁ (起始体积)
=
工作液
C₂ (终浓度)
×
V₂ (终体积)

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