Geekbench 3 amd ryzen52600 是一個跨平臺的基準測試,它大量使用系統內存。 多核測試涉及所有CPU核心,並利用了超線程的巨大優勢。 單核測試只使用一個CPU核心,核心數量或超線程能力不計算在內。
- Cinebench R15 是 Cinebench 11.5 的繼承者,也是基於 Cinema 4 Suite。
- Cinebench R20 是 Cinebench R15 的繼承者,也是基於 Cinema 4 Suite。
- Cinema 4 是一款全球通用的用於創建 3D 表格的軟件。
- 多核測試涉及所有CPU核心,並利用了超線程的巨大優勢。
- Cinebench R23 是 Cinebench R20 的繼承者,也是基於 Cinema 4 Suite。
- Geekbench 5 是一個跨平臺的基準測試,它大量使用系統內存。
Cinebench R23 是 Cinebench R20 的繼承者,也是基於 amd ryzen526002025 Cinema 4 Suite。 Blender 是一款免費的 amd ryzen526002025 3D 圖形軟件,用於渲染(創建)3D 物體,也可以在軟件中對物體進行紋理化和動畫處理。 Blender 基準創建預定義場景並測量整個場景所需的時間 。 下面列出的一些 CPU 已經過 CPU-Benchmark 的基準測試。
amd ryzen52600: 帶有基準的 Cpu Benchmark
Geekbench 5 是一個跨平臺的基準測試,它大量使用系統內存。 Cinebench R15 是 amd ryzen526002025 Cinebench 11.5 的繼承者,也是基於 Cinema 4 Suite。 Cinema 4 是一款全球通用的用於創建 3D 表格的軟件。 Cinebench R20 是 Cinebench R15 的繼承者,也是基於 Cinema 4 Suite。
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” width=”603px” alt=”amd ryzen52600″/>
然而,大多數 amd ryzen52600 CPU 尚未經過測試,結果是通過 CPU-Benchmark\u2019 的祕密專有公式估算的。