What Inspur makes for data centers
public · HQ China
Inspur is a publicly listed company and based in China. It appears on 1 part of the AI data center — Rack-scale systems — in the role of oem. That part sits in Layer 4 — Servers, racks & integration. Its shares trade on Shenzhen Stock Exchange as 000977.SZ.
Parts, by layer
Layer 4 — Servers, racks & integration
| Part | Role | Confidence | Competitors | Note |
|---|---|---|---|---|
| Rack-scale systems | oem | inferred | Quanta Computer, AMD, ASRock Rack, ASUS, Cisco, Compal |
Where Inspur sits in the stack
Inspur's placements in this catalog cover 1 part, all in layer 4, servers, racks & integration. None of them currently carries a sourced supply constraint tag. Across these parts it overlaps with other companies most often on the lines below.
What these parts are
- Rack-scale systems — A rack-scale system is the fully integrated cabinet of compute trays, switch trays, power shelves, cooling manifolds and busbar that ships as one wired unit rather than as discrete servers.
Closest peers in this catalog
Questions about Inspur
- What does Inspur make for AI data centers?
- This catalog places Inspur on 1 part: Rack-scale systems (oem).
- Is Inspur publicly traded?
- Yes — Inspur is listed on Shenzhen Stock Exchange under 000977.SZ. Prices shown on this page are a nightly snapshot, not real-time, and nothing here is investment advice.
- Where is Inspur based?
- China, per the company record in this catalog.
- Who else makes rack-scale systems for AI data centers?
- Quanta Computer, AMD, ASRock Rack, ASUS, Cisco and Compal are also placed on Rack-scale systems in this catalog.
- How well sourced are these placements?
- Every part→company placement carries a confidence tag. For Inspur the mix is 1 inferred. "disclosed" means the company or a filing says so; "reported" comes from trade press or a reference-design list; "inferred" is a lead from the taxonomy with no citation yet. Treat reported and inferred as leads, not facts.
Answers are generated from this catalog's own rows — see sources & method.