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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:$309,711,672,713,上升0.01%;交易量:$47,879,853,611,下降9.87%

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
$0.9991
0.01%
0.01%
0.01%
-- -- 183.08B USDT Tether(USDT) 7d chart
USDC
USDC USDC
$0.9999
0.00%
0.00%
0.02%
-- -- 71.86B USDC USDC(USDC) 7d chart
Dai
Dai DAI
$0.9997
0.01%
0.00%
0.06%
-- -- 4.57B DAI Dai(DAI) 7d chart
Ethena USDe
Ethena USDe USDe
$0.9996
0.03%
0.03%
0.02%
-- -- 4.03B USDe Ethena USDe(USDe) 7d chart
World Liberty Financial USD
World Liberty Financial USD USD1
$0.9990
0.00%
0.01%
0.04%
-- -- 3.97B USD1 World Liberty Financial USD(USD1) 7d chart
Global Dollar
Global Dollar USDG
$1.00
0.02%
0.00%
0.01%
-- -- 3.46B USDG Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
$0.9998
0.00%
0.00%
0.00%
-- -- 2.77B PYUSD PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
$1.00
0.04%
0.01%
0.00%
-- -- 1.76B RLUSD Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
$0.9991
0.00%
0.01%
0.01%
-- -- 1.54B USDD USDD(USDD) 7d chart
United Stables
United Stables U
$0.9993
0.01%
0.01%
0.03%
-- -- 1.25B U United Stables(U) 7d chart
TrueUSD
TrueUSD TUSD
$0.9977
0.01%
0.04%
0.17%
-- -- 494.51M TUSD TrueUSD(TUSD) 7d chart
EURC
EURC EURC
$1.15
0.00%
0.06%
0.41%
-- -- 401.08M EURC EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
$0.9967
0.00%
0.02%
0.02%
-- -- 351.92M FDUSD First Digital USD(FDUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
$1.14
0.02%
0.09%
0.06%
-- -- 1.87B USDY Ondo US Dollar Yield(USDY) 7d chart
USDGO
USDGO USDGO
$0.9999
0.02%
0.01%
0.01%
-- -- 1.18B USDGO USDGO(USDGO) 7d chart
Falcon USD
Falcon USD USDf
$0.9967
0.11%
0.11%
0.11%
-- -- 1.17B USDf Falcon USD(USDf) 7d chart
GHO
GHO GHO
$0.9986
0.00%
0.01%
0.29%
-- -- 699M GHO GHO(GHO) 7d chart
Usual USD
Usual USD USD0
$0.9987
0.03%
0.01%
0.00%
-- -- 554.37M USD0 Usual USD(USD0) 7d chart
USDai
USDai USDAI
$1.00
0.01%
0.02%
0.06%
-- -- 501.35M USDAI USDai(USDAI) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
$0.9913
0.01%
0.03%
0.01%
-- -- 219.32M FRAX Legacy Frax Dollar(FRAX) 7d chart
AUSD
AUSD AUSD
$0.9999
0.00%
0.00%
0.01%
-- -- 210.43M AUSD AUSD(AUSD) 7d chart
USAT
USAT USAT
$0.9987
0.00%
0.03%
0.05%
-- -- 185.48M USAT USAT(USAT) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
$1.15
0.00%
0.06%
0.39%
-- -- 144.97M EURCV EUR CoinVertible(EURCV) 7d chart
GUSD
GUSD GUSD
$0.9979
0.01%
0.01%
0.01%
-- -- 149.44M GUSD GUSD(GUSD) 7d chart
Frax USD
Frax USD FRXUSD
$0.9997
0.01%
0.00%
0.00%
-- -- 111.95M FRXUSD Frax USD(FRXUSD) 7d chart
lisUSD
lisUSD lisUSD
$0.9956
0.18%
0.12%
0.19%
-- -- 75.16M lisUSD lisUSD(lisUSD) 7d chart
USDsui
USDsui USDsui
$1.00
0.07%
0.09%
0.00%
-- -- 74.01M USDsui USDsui(USDsui) 7d chart
Fidelity Digital Dollar
Fidelity Digital Dollar FIDD
$0.9995
0.02%
0.01%
0.01%
-- -- 62.6M FIDD Fidelity Digital Dollar(FIDD) 7d chart
StandX DUSD
StandX DUSD DUSD
$0.9983
0.00%
0.00%
0.02%
-- -- 60.94M DUSD StandX DUSD(DUSD) 7d chart
Venus BUSD
Venus BUSD vBUSD
$0.02230
0.01%
0.00%
0.01%
-- -- 2.69B vBUSD Venus BUSD(vBUSD) 7d chart
StraitsX USD
StraitsX USD XUSD
$0.9999
0.02%
0.00%
0.01%
-- -- 46.13M XUSD StraitsX USD(XUSD) 7d chart
Ampleforth
Ampleforth AMPL
$1.44
0.12%
9.92%
23.73%
-- -- 28.27M AMPL Ampleforth(AMPL) 7d chart
Aegis YUSD
Aegis YUSD YUSD
$0.9990
0.00%
0.02%
0.06%
-- -- 40.65M YUSD Aegis YUSD(YUSD) 7d chart
Gemini Dollar
Gemini Dollar GUSD
$0.9991
0.03%
0.00%
0.05%
-- -- 39.56M GUSD Gemini Dollar(GUSD) 7d chart
Eurite
Eurite EURI
$1.15
0.02%
0.02%
0.38%
-- -- 33.13M EURI Eurite(EURI) 7d chart
Celo Dollar
Celo Dollar CUSD
$0.9999
0.00%
0.02%
0.01%
-- -- 35.55M CUSD Celo Dollar(CUSD) 7d chart
BUSD
BUSD BUSD
$0.9998
0.01%
0.01%
0.01%
-- -- 34.41M BUSD BUSD(BUSD) 7d chart
LUSD
LUSD LUSD
$0.9990
0.01%
0.00%
0.00%
-- -- 30.77M LUSD LUSD(LUSD) 7d chart
Pax Dollar
Pax Dollar USDP
$0.9977
0.01%
0.14%
0.13%
-- -- 29.18M USDP Pax Dollar(USDP) 7d chart
USDK
USDK USDK
$1.00
0.00%
0.05%
0.81%
-- -- 28.6M USDK USDK(USDK) 7d chart
Tokenised GBP
Tokenised GBP TGBP
$1.35
0.01%
0.01%
0.37%
-- -- 20.59M TGBP Tokenised GBP(TGBP) 7d chart
Liquity USD
Liquity USD LUSD
$1.00
0.01%
0.05%
0.06%
-- -- 27.72M LUSD Liquity USD(LUSD) 7d chart
sUSD
sUSD SUSD
$0.5161
0.01%
0.23%
6.60%
-- -- 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
0.00%
0.16%
0.42%
-- -- 18.13M mUSD MetaMask USD(mUSD) 7d chart
GYEN
GYEN GYEN
$0.006090
0.25%
0.10%
11.83%
-- -- 2.09B GYEN GYEN(GYEN) 7d chart
USD CoinVertible
USD CoinVertible USDCV
$0.9985
0.07%
0.08%
0.10%
-- -- 12.27M USDCV USD CoinVertible(USDCV) 7d chart
USDB
USDB USDB
$1.00
0.20%
0.47%
0.46%
-- -- 11.97M USDB USDB(USDB) 7d chart
XSGD
XSGD XSGD
$0.7833
0.07%
0.04%
0.22%
-- -- 15.26M XSGD XSGD(XSGD) 7d chart
StablR USD
StablR USD USDR
$0.5366
98.87%
29.56%
96.07%
-- -- 21.35M USDR StablR USD(USDR) 7d chart
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