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t_{overhead}=t_2$,循环次数为 n + +- 未展开,$T = n*(t_1+t_2)$ +- 展开了其中的 s 次($s<=n$),$T'=n*t_1+(n/s)*t_2$ + +> R1 实际上是一个指针,值为地址,8(R1) 表示 地址= R1+8 对应的值(`*(R1+8)`) + +优化1:调换顺序,把 store 指令放在 branch 后面,减小 payload + +![67153973340](1671539733405.png) + + +优化2:循环展开,减少了 loop overhead + +![67153975679](1671539756795.png) + +缺点: + +1. 需要中间寄存器进行数据传递 +2. 代码大量膨胀 + +必须保证每段代码没有相关性。(但是某些情况下,有可能能够实现 unroll) + +## Software pipeline + +![67154013452](1671540134524.png) + +如何实现?先 手动 unrolling,然后判断哪些指令可以同时执行 + +![67154015548](1671540155485.png) + +实现顺序恰好颠倒。目的:让同色的指令之间间隔尽量大 + +## 在编译时,硬件如何支持并行(Parallelism) + +### Dual issue(双发射) + +一个处理器在一个 cycle 内可以同时 fetch/decode 2条指令 + +- 需要有两个 fetcher/decoder +- 目标:尽量让每个 function unit 都保持 busy 状态 + + +- 可以将指令合并(如:可以把 BEQZ 和 LW 合并成 LWC 指令)(避免 waste) + + +- 为什么要短的指令才可以替换?长指令的执行时间不能被忽略,要谨慎处理 + +### super scalar(多路径) + +一个部件在一个时刻可以处理多个 **数据** + + +## VLIW(Very Long Instruction Word,超长指令字) + +History: + +1. 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z1(~sGevRVfDV--DPX7(qzCshKbgYHt9!5*ov> s$ is easy to calculate. + +notice that $\gcd(l, m) = 1$, so + +to simplify the calculation of $x_i, a_i = q (2 ^ k - 1) + x_i$ + +![](2.png) + +divide $a_i$ into $\frac{w}{k}$ blocks, then $a_i = \sum c_i \cdot 2^{ik} = \sum c_i \cdot ((2 ^ {k} - 1) + 1) ^ i \equiv \sum c_i (mod \ 2^k - 1)$, use cycle adder. + +$110 + 100 \equiv 1010 \equiv 011(\mod 2^k - 1)$ + +

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