Bridge ETH from OP Mainnet (Optimism) to BNB Smart Chain
Move ETH from OP Mainnet (Optimism) to BNB Smart Chain in one order: send ETH Optimism and receive ETH BEP20 at your BNB Smart Chain address. No bridge contracts, wallet connection or wrapped tokens.
Rate updated: Sep 11, 2026, 14:38
- From network
- OP Mainnet (Optimism)
- To network
- BNB Smart Chain
- You receive
- ETH on BNB Smart Chain
- Minimum
- 0.08616 ETH Optimism ≈ $211.49
The amount you get is estimated at the current rate.
⇄ Reverse exchange ETH BEP20 → ETH OptimismThe ETH Optimism → ETH BEP20 bridge runs at 1 ETH Optimism = 0.9999 ETH BEP20. For 100 ETH Optimism you receive 99.99 ETH BEP20; the amount is calculated by this rate, and you only pay the OP Mainnet (Optimism) fee for your own transfer. You can bridge from 0.08616 ETH Optimism. That is about $211.49.
OP Mainnet (Optimism) is an Ethereum layer-2 rollup; BNB Smart Chain is a layer-1 blockchain. Fees on BNB Smart Chain are paid in BNB: to move ETH further, keep a little BNB on the same address.
OP Mainnet (Optimism) vs BNB Smart Chain: network comparison
| OP Mainnet (Optimism) | BNB Smart Chain | |
|---|---|---|
| Network type | Layer 2 (optimistic rollup) | Layer 1 |
| Fees are paid in | ETH | BNB |
| Fee level | low | low |
| Speed | fast | fast |
| Block time | ~2 sec | — |
| Address format | 0x… | 0x… |
| Memo / tag | not needed | not needed |
| EVM-compatible addresses (0x…) | yes | yes |
| Withdrawal to Ethereum via the official bridge | ~7 days (challenge period) | — |
Fee and speed levels are relative and depend on network load.
Crystal-Trade or a classic bridge: what is the difference
| Crystal-Trade | Classic bridge | |
|---|---|---|
| What you receive | ETH on BNB Smart Chain | Depends on the bridge: on some networks it is a bridged version of the token |
| Wallet connection and approvals | Not needed: you send coins to the order address | Needed: you connect a wallet and sign contract transactions |
| Coins for fees on BNB Smart Chain | Not needed to receive | Often needed to claim funds or move them after the bridge |
| Time | After the OP Mainnet (Optimism) confirmations; the status is shown on the order page | Depends on the bridge and the load of both networks |
| Who holds the funds during the transfer | Crystal-Trade, for the duration of the order (with an AML check) | The bridge smart contract or its validators |
ETH Optimism → ETH BEP20: amounts at the current rate
How much ETH BEP20 you get for ETH Optimism
| ETH Optimism | ETH BEP20 | ≈ USD |
|---|---|---|
| 0.1 | 0.09999 | $245.46 |
| 0.2 | 0.19998 | $490.92 |
| 1 | 0.9999 | $2,454.62 |
| 2 | 1.9998 | $4,909.24 |
| 10 | 9.999 | $24,546.20 |
| 20 | 19.998 | $49,092.40 |
How much ETH Optimism you need to get ETH BEP20
| ETH BEP20 | ETH Optimism | ≈ USD |
|---|---|---|
| 0.1 | 0.10001 | $245.49 |
| 0.2 | 0.20002 | $490.97 |
| 1 | 1.0001 | $2,454.87 |
| 2 | 2.0002 | $4,909.73 |
| 10 | 10.001 | $24,548.65 |
| 20 | 20.002 | $49,097.31 |
How to bridge ETH Optimism from OP Mainnet (Optimism) to BNB Smart Chain
- Enter the ETH Optimism amount in the calculator (from 0.08616 ETH Optimism) and open the exchange form.
- Paste your BNB Smart Chain address (0x…) to receive ETH BEP20.
- Send ETH Optimism over the OP Mainnet (Optimism) network to the address from the order, exactly in the amount shown.
- After the OP Mainnet (Optimism) confirmations, ETH BEP20 is sent to your BNB Smart Chain address. The status is shown on the order page.
Before you bridge ETH Optimism to BNB Smart Chain
- The receiving address must be on the BNB Smart Chain network (0x…).
- Addresses on Ethereum, Arbitrum, Optimism, BNB Smart Chain and Polygon look the same (0x…): make sure the wallet shows BNB Smart Chain as the network.
- Send ETH Optimism over OP Mainnet (Optimism) only — a transfer over another network will not reach the order.
- The amount sent must be at least 0.08616 ETH Optimism.
- To move ETH on BNB Smart Chain later, you will need a little BNB on the same address.
- Funds go through an AML check; high-risk transfers may be held until the check is complete.