High-performance RISC-DSP
a high-performance, risc-based technology, applied in the direction of instruments, runtime instruction translation, digital computers, etc., can solve the problems of imposing a substantial burden on the cpu in managing dsp functions, deterministic real-time allocation in sophisticated cpus, and reducing the performance of dsps up to an order of magnitude compared to specialized dsps, etc., to achieve efficient implementation of dsp algorithms
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case 1
[0135] 16-Bit Inner Product SUM=SUM+Ai*Bi
[0136] Assuming packed operands, two multiply-adds per cycle:
MADDA2m0,r1,r2MADDA2m0,r3,r4MADDA2m0,r5,r6MADDA2m0,r7,r8. . .
case 2
[0137] 16-Bit Vector Product Loop. Ci=Ai*Bi
[0138] Assuming packed fractional operands, two multiplies per two cycles using two accumulator pairs.
MULTA2m0,r1,r2MFA2m1,r8MULTA2m1,r3,r4MFA2m0,r7. . .
case 3
[0139] 16-bit complex vector product. Ci=Ai*Complex Bi
[0140] Assuming fractional operands packed as 16-bit real, 16-bit imaginary. One complex multiply every two cycles using two accumulator pairs.
CMULTAm0,r1,r2MFA2m1,r8CMULTAm1,r3,r4MFA2m0,r7. . .
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