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Estimate LLM inference latency, throughput, and memory requirements. Roofline model, batch sizing, KV cache analysis.
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Baseado na classificação ocupacional SOC
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| name | inference-perf |
| description | Estimate LLM inference latency, throughput, and memory requirements. Roofline model, batch sizing, KV cache analysis. |
| triggers | ["inference latency","throughput estimate","roofline model","inference memory","KV cache size","推理性能","latency estimate"] |
Latency per token = (2 × params × bytes_per_param) / HBM_bandwidth
Throughput = batch_size / latency_per_token
TTFT = (2 × params × seq_len) / (TFLOPS × utilization)
KV per token = 2 × num_layers × num_kv_heads × head_dim × bytes_per_element
Total KV = KV_per_token × seq_len × batch_size
Examples (FP16):
LLaMA-7B: 2×32×32×128×2 = 512KB/token
LLaMA-70B: 2×80×8×128×2 = 320KB/token (GQA saves 8x!)
7B@128K: 512KB × 128K = 64GB (> model weight!)
Ridge Point = Peak TFLOPS / HBM BW (ops/byte)
A100: 312/2.0 = 156 ops/byte
H100: 990/3.35 = 148 ops/byte
A16: 14.7/0.170 = 86.5 ops/byte
Arithmetic Intensity:
Decode: AI ≈ 1.0 (always memory-bound, only 0.7% peak FLOPS on A100)
Prefill: AI = seq_len (compute-bound when seq > ridge_point)
| GPU | FP16 TFLOPS | HBM GB/s | Memory | NVLink |
|---|---|---|---|---|
| A16 | 14.7 | 170 | 15GB | No (PCIe) |
| A100 | 312 | 2000 | 80GB | 600 GB/s |
| H100 | 990 | 3350 | 80GB | 900 GB/s |
| H200 | 990 | 4800 | 141GB | 900 GB/s |
Max batch = available_memory / KV_per_token_per_seq
A100 80GB, 7B FP16: (80-14)GB / 512KB ≈ 128K tokens
A16 15GB, 125M FP16: (15-0.25)GB / 128KB ≈ 116K tokens
Throughput vs Batch:
batch=1: 2% peak throughput
batch=32: ~50% peak
batch=128: ~85% peak
batch=512: ~95% peak (diminishing returns after 128)
Decode TP overhead ≈ 11.5% (constant, independent of batch size)
Because: AllReduce size = hidden_dim × batch × 2B, ~constant ratio
TP efficiency:
TP=2: ~97%
TP=4: ~95%
TP=8: ~94% (405B)
Speedup ≈ K / (1 + draft_cost_ratio × K)
K=3, draft=0.1x: 2.3x speedup
K=5, draft=0.1x: 3.3x speedup
K=5, draft=0.5x: 2.0x speedup (diminishing returns)
Acceptance rate depends on distribution sharpness, NOT temperature.
Savings = prefix_hit_rate × (prefix_len / total_len) × 100%
Scenarios:
System prompt: 100% hit rate (fixed prefix)
Multi-turn (16 rounds): 80% cumulative hit
GRPO (n=8, prompt=512): 67% KV saved
Minimum ROI: prefix > 128 tokens
$/M tokens = (GPU_cost/hr × 1000) / (throughput_tok/s × 3600)
Examples:
7B FP8 on A100: ~$0.24/M tok
Mixtral FP8 on H200: ~$0.09/M tok (MoE sparse)
A100 most cost-efficient for dense models
tools/gpu_inference_sim.py — Full inference simulationtools/gpu_perf_model.py — Performance model with rooflinetools/gpu_memory_calculator.py — Memory calculatortools/inference_cost_calculator.py — Cost calculatortools/llm_latency_estimator.py — Latency estimator