Running a validator on a proof-of-stake (PoS) network usually requires bonding (locking) capital in the network’s native token and maintaining reliable infrastructure. Before you commit resources, you typically want a clear, token-denominated estimate of what inflationary issuance could produce over time. This page provides a simplified, transparent model so you can sanity-check expectations and compare scenarios (different stake sizes, inflation rates, and commission settings) without needing chain-specific reward rules.
This calculator is intentionally not an “APR/APY for Chain X” tool. Instead, it models a common baseline: new tokens are minted via an annual inflation rate, and rewards are distributed proportionally to stake. Many real networks deviate from this baseline in important ways (covered in Assumptions & limitations), so treat results as an educational estimate—not a guarantee.
The inputs include a validator commission field, which can be confusing if you’re not explicit about perspective. Here is how to interpret outputs:
(1 − commission).Important: In real PoS systems, “commission” typically applies to delegators’ rewards (the validator keeps a cut of rewards earned on delegated stake). If the stake you entered represents your self-bond only, then commission may not apply to your own stake on some chains, or it may apply differently depending on implementation. Use the commission field as a generic “fee/take-rate” adjustment unless you are matching a specific chain’s accounting.
We use a proportional inflation model:
First, annual network issuance from inflation is:
Annual issuance = i × T
Your stake share is S / T, so your gross annual rewards are:
Gross annual rewards = (i × T) × (S / T)
Applying commission as a simple reduction yields net annual rewards:
Net annual rewards = ((i × T) × (S / T)) × (1 − c)
MathML version (same formula):
Because T cancels in the simplified proportional model, gross rewards reduce to i × S, and net rewards reduce to i × S × (1 − c). In words: with all else held constant, rewards scale linearly with your stake and inflation, and commission reduces take-home rewards.
All outputs are in tokens. If you care about fiat value, you must apply a token price assumption separately (and accept that price volatility can dominate outcomes).
Suppose:
S = 320 tokensT = 5,000,000 tokensi = 5% = 0.05c = 10% = 0.10Step 1: Gross annual rewards
Gross = i × S = 0.05 × 320 = 16 tokens/year
Step 2: Net annual rewards (after commission)
Net = 16 × (1 − 0.10) = 14.4 tokens/year
Step 3: Monthly and daily equivalents
Net/month ≈ 14.4 / 12 = 1.2 tokens/monthNet/day ≈ 14.4 / 365 ≈ 0.03945 tokens/dayIf your real chain distributes rewards per epoch and you compound (restake) periodically, your realized outcome can differ from these straight-line averages.
The table below keeps stake at 320 tokens and shows how inflation and commission influence estimated net annual rewards.
| Inflation (annual) | Commission | Net annual rewards (tokens) | Net monthly (tokens) |
|---|---|---|---|
| 3% | 5% | 9.12 | 0.76 |
| 5% | 10% | 14.40 | 1.20 |
| 8% | 15% | 21.76 | 1.81 |
S and T is stable. In reality, changes in total bonded stake can change your share and/or the network’s effective issuance./12 and /365). Real rewards may be epoch-based, delayed, or subject to unbonding periods.This calculator provides an educational estimate based on user inputs and a simplified proportional inflation model. It is not financial advice and should not be relied upon as a prediction of actual protocol payouts. Always verify your chain’s official documentation for reward distribution rules, inflation schedules, commission mechanics, and slashing conditions.