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什么是稳定币?

稳定币是一种价格锚定现实世界资产(通常是法币,如美元)的加密货币。例如:1 USDT 理论上始终等于 1 美元。

为什么需要稳定币?

  • 普通加密货币(如比特币、以太坊)价格波动剧烈,不适合日常支付或存储价值。

  • 稳定币提供了区块链上的“数字现金”,既有加密货币的便捷(快速、低成本、全球转账),又有法币的稳定性。

三种主要类型

类型原理典型代表风险
法币抵押型在银行存放等额法币(或等价资产),1:1 发行稳定币USDT、USDC需信任托管方,存在审计和储备金不透明的风险
加密货币抵押型超额抵押(例如 150% 价值)其他加密资产,通过智能合约维持稳定DAI加密资产大幅下跌可能导致清算,机制复杂
算法稳定币无抵押,通过算法和套利调节供需来稳定价格曾经的 UST(已崩盘)风险极高,容易陷入死亡螺旋,不适合新手

新手建议优先选择法币抵押型,并选择透明度高的项目(如 USDC)。

新手最容易踩的3个坑

  1. 链选错,钱没了
    • USDT可以在以太坊、波场、币安链上发行。转给朋友时,他给你“波场地址”,你却选了“以太坊网络”发送 → 钱永久丢失。
    • ✅ 解决:转账前一定确认双方用同一条链(通常默认TRC20便宜又快)。
  2. 贪利息,买算法稳定币
    • 某些稳定币声称“不用抵押,靠算法维持价格”,年化20%吸引你。2022年UST崩盘,一天内价格从1美元跌到0.1美元。
    • ✅ 只碰 USDT / USDC / DAI,别碰任何“无抵押”稳定币。
  3. 把所有稳定币放一个交易所
    • 交易所可能倒闭(如FTX)或冻结资金。
    • ✅ 大额存到自己的去中心化钱包(如MetaMask、Trust Wallet),小额放交易所方便交易。

稳定币排行榜2026

涵盖USDT、USDC、DAI、FDUSD、TUSD等主流及新兴稳定币。提供实时市值、价格、24h交易量、1h/24h/7d涨跌幅、7天价格走势图。数据源自全球最大数据平台coinmarketcap。
市值:$309,704,567,311,上升0.01%;交易量:$48,844,496,265,下降9.25%

名称 价格 1小时 24小时 7天 市值 24小时交易量 流通供应量 最近7天
Tether
Tether USDT
$0.9992
0.00%
0.02%
0.01%
-- -- 183.08B USDT Tether(USDT) 7d chart
USDC
USDC USDC
$0.9998
0.01%
0.02%
0.00%
-- -- 71.85B USDC USDC(USDC) 7d chart
Dai
Dai DAI
$0.9996
0.00%
0.01%
0.01%
-- -- 4.56B DAI Dai(DAI) 7d chart
Ethena USDe
Ethena USDe USDe
$1.00
0.01%
0.01%
0.03%
-- -- 4.03B USDe Ethena USDe(USDe) 7d chart
World Liberty Financial USD
World Liberty Financial USD USD1
$0.9992
0.01%
0.03%
0.01%
-- -- 3.97B USD1 World Liberty Financial USD(USD1) 7d chart
Global Dollar
Global Dollar USDG
$0.9998
0.00%
0.02%
0.01%
-- -- 3.46B USDG Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
$0.9997
0.00%
0.01%
0.00%
-- -- 2.77B PYUSD PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
$1.00
0.00%
0.01%
0.00%
-- -- 1.76B RLUSD Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
$0.9992
0.00%
0.01%
0.01%
-- -- 1.54B USDD USDD(USDD) 7d chart
United Stables
United Stables U
$0.9994
0.00%
0.00%
0.02%
-- -- 1.25B U United Stables(U) 7d chart
TrueUSD
TrueUSD TUSD
$0.9979
0.00%
0.03%
0.17%
-- -- 494.51M TUSD TrueUSD(TUSD) 7d chart
EURC
EURC EURC
$1.15
0.01%
0.06%
0.28%
-- -- 400.17M EURC EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
$0.9971
0.00%
0.01%
0.02%
-- -- 351.92M FDUSD First Digital USD(FDUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
$1.14
0.02%
0.10%
0.07%
-- -- 1.87B USDY Ondo US Dollar Yield(USDY) 7d chart
USDGO
USDGO USDGO
$1.00
0.01%
0.01%
0.00%
-- -- 1.18B USDGO USDGO(USDGO) 7d chart
Falcon USD
Falcon USD USDf
$0.9956
0.02%
0.01%
0.03%
-- -- 1.17B USDf Falcon USD(USDf) 7d chart
GHO
GHO GHO
$0.9988
0.00%
0.00%
1.36%
-- -- 699M GHO GHO(GHO) 7d chart
Usual USD
Usual USD USD0
$0.9990
0.00%
0.03%
0.03%
-- -- 554.37M USD0 Usual USD(USD0) 7d chart
USDai
USDai USDAI
$0.9999
0.01%
0.01%
0.03%
-- -- 501.35M USDAI USDai(USDAI) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
$0.9913
0.01%
0.00%
0.02%
-- -- 219.32M FRAX Legacy Frax Dollar(FRAX) 7d chart
AUSD
AUSD AUSD
$0.9998
0.00%
0.01%
0.01%
-- -- 210.42M AUSD AUSD(AUSD) 7d chart
USAT
USAT USAT
$0.9989
0.00%
0.04%
0.06%
-- -- 185.48M USAT USAT(USAT) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
$1.15
0.03%
0.00%
0.32%
-- -- 144.97M EURCV EUR CoinVertible(EURCV) 7d chart
GUSD
GUSD GUSD
$0.9980
0.00%
0.02%
0.00%
-- -- 149.44M GUSD GUSD(GUSD) 7d chart
Frax USD
Frax USD FRXUSD
$0.9998
0.00%
0.02%
0.02%
-- -- 112.07M FRXUSD Frax USD(FRXUSD) 7d chart
lisUSD
lisUSD lisUSD
$0.9974
0.00%
0.02%
0.07%
-- -- 75.15M lisUSD lisUSD(lisUSD) 7d chart
USDsui
USDsui USDsui
$1.00
0.07%
0.04%
0.03%
-- -- 74.01M USDsui USDsui(USDsui) 7d chart
Fidelity Digital Dollar
Fidelity Digital Dollar FIDD
$0.9999
0.01%
0.05%
0.05%
-- -- 62.6M FIDD Fidelity Digital Dollar(FIDD) 7d chart
StandX DUSD
StandX DUSD DUSD
$0.9984
0.00%
0.01%
0.03%
-- -- 60.96M DUSD StandX DUSD(DUSD) 7d chart
Venus BUSD
Venus BUSD vBUSD
$0.02229
0.03%
0.04%
0.02%
-- -- 2.69B vBUSD Venus BUSD(vBUSD) 7d chart
StraitsX USD
StraitsX USD XUSD
$1.00
0.01%
0.04%
0.05%
-- -- 46.13M XUSD StraitsX USD(XUSD) 7d chart
Aegis YUSD
Aegis YUSD YUSD
$0.9990
0.00%
0.01%
0.08%
-- -- 40.65M YUSD Aegis YUSD(YUSD) 7d chart
Gemini Dollar
Gemini Dollar GUSD
$0.9996
0.04%
0.00%
0.03%
-- -- 39.49M GUSD Gemini Dollar(GUSD) 7d chart
Eurite
Eurite EURI
$1.15
0.00%
0.07%
0.30%
-- -- 33.13M EURI Eurite(EURI) 7d chart
Ampleforth
Ampleforth AMPL
$1.31
0.02%
0.80%
12.98%
-- -- 28.27M AMPL Ampleforth(AMPL) 7d chart
Celo Dollar
Celo Dollar CUSD
$0.9999
0.01%
0.00%
0.01%
-- -- 35.55M CUSD Celo Dollar(CUSD) 7d chart
BUSD
BUSD BUSD
$0.9996
0.03%
0.03%
0.02%
-- -- 34.41M BUSD BUSD(BUSD) 7d chart
LUSD
LUSD LUSD
$0.9993
0.00%
0.03%
0.02%
-- -- 30.77M LUSD LUSD(LUSD) 7d chart
Pax Dollar
Pax Dollar USDP
$0.9990
0.01%
0.02%
0.04%
-- -- 29.18M USDP Pax Dollar(USDP) 7d chart
USDK
USDK USDK
$1.00
0.00%
0.03%
0.89%
-- -- 28.6M USDK USDK(USDK) 7d chart
Tokenised GBP
Tokenised GBP TGBP
$1.35
0.00%
0.07%
0.30%
-- -- 20.59M TGBP Tokenised GBP(TGBP) 7d chart
Liquity USD
Liquity USD LUSD
$1.00
0.00%
0.13%
0.17%
-- -- 27.72M LUSD Liquity USD(LUSD) 7d chart
sUSD
sUSD SUSD
$0.5161
0.03%
0.97%
3.32%
-- -- 43.6M SUSD sUSD(SUSD) 7d chart
Worldwide USD
Worldwide USD WUSD
$0.9960
0.00%
0.00%
0.00%
-- -- 21.87M WUSD Worldwide USD(WUSD) 7d chart
MetaMask USD
MetaMask USD mUSD
$1.00
0.01%
0.29%
0.38%
-- -- 17.83M mUSD MetaMask USD(mUSD) 7d chart
GYEN
GYEN GYEN
$0.006012
0.25%
0.30%
10.41%
-- -- 2.09B GYEN GYEN(GYEN) 7d chart
USD CoinVertible
USD CoinVertible USDCV
$0.9995
0.04%
0.01%
0.05%
-- -- 12.27M USDCV USD CoinVertible(USDCV) 7d chart
USDB
USDB USDB
$1.00
0.09%
0.16%
0.28%
-- -- 11.97M USDB USDB(USDB) 7d chart
XSGD
XSGD XSGD
$0.7821
0.07%
0.15%
0.13%
-- -- 15.26M XSGD XSGD(XSGD) 7d chart
USDH
USDH USDH
$0.9932
0.01%
0.27%
0.31%
-- -- 9.68M USDH USDH(USDH) 7d chart
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