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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:$312,915,841,503,下降0.13%;交易量:$80,180,947,634,上升23.16%

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
$0.9996
0.00%
0.02%
0.02%
-- -- 183.37B USDT Tether(USDT) 7d chart
USDC
USDC USDC
$0.9999
0.01%
0.00%
0.02%
-- -- 73.44B USDC USDC(USDC) 7d chart
Dai
Dai DAI
$0.9999
0.00%
0.01%
0.01%
-- -- 4.58B DAI Dai(DAI) 7d chart
World Liberty Financial USD
World Liberty Financial USD USD1
$0.9995
0.00%
0.00%
0.04%
-- -- 4.17B USD1 World Liberty Financial USD(USD1) 7d chart
Ethena USDe
Ethena USDe USDe
$0.9998
0.00%
0.01%
0.01%
-- -- 4.11B USDe Ethena USDe(USDe) 7d chart
Global Dollar
Global Dollar USDG
$0.9999
0.02%
0.05%
0.01%
-- -- 3.34B USDG Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
$0.9996
0.00%
0.01%
0.02%
-- -- 2.9B PYUSD PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
$1.00
0.01%
0.01%
0.00%
-- -- 2.26B RLUSD Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
$0.9997
0.06%
0.12%
0.01%
-- -- 1.5B USDD USDD(USDD) 7d chart
United Stables
United Stables U
$0.9992
0.02%
0.01%
0.02%
-- -- 1.27B U United Stables(U) 7d chart
TrueUSD
TrueUSD TUSD
$0.9979
0.01%
0.01%
0.00%
-- -- 494.51M TUSD TrueUSD(TUSD) 7d chart
EURC
EURC EURC
$1.16
0.02%
0.22%
0.45%
-- -- 394.56M EURC EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
$0.9984
0.01%
0.03%
0.10%
-- -- 335.63M FDUSD First Digital USD(FDUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
$1.14
0.00%
0.06%
0.09%
-- -- 1.91B USDY Ondo US Dollar Yield(USDY) 7d chart
USDGO
USDGO USDGO
$0.9999
0.00%
0.01%
0.02%
-- -- 1.24B USDGO USDGO(USDGO) 7d chart
Falcon USD
Falcon USD USDf
$0.9963
0.02%
0.08%
0.01%
-- -- 1.17B USDf Falcon USD(USDf) 7d chart
GHO
GHO GHO
$0.9991
0.00%
0.00%
0.02%
-- -- 699M GHO GHO(GHO) 7d chart
Usual USD
Usual USD USD0
$0.9989
0.08%
0.09%
0.04%
-- -- 552.35M USD0 Usual USD(USD0) 7d chart
USDai
USDai USDAI
$0.9999
0.01%
0.00%
0.02%
-- -- 501.35M USDAI USDai(USDAI) 7d chart
AUSD
AUSD AUSD
$0.9998
0.01%
0.03%
0.03%
-- -- 239.47M AUSD AUSD(AUSD) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
$0.9914
0.01%
0.03%
0.16%
-- -- 219.32M FRAX Legacy Frax Dollar(FRAX) 7d chart
USAT
USAT USAT
$0.9993
0.00%
0.00%
0.02%
-- -- 184.31M USAT USAT(USAT) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
$1.16
0.03%
0.16%
0.45%
-- -- 156.58M EURCV EUR CoinVertible(EURCV) 7d chart
GUSD
GUSD GUSD
$0.9989
0.03%
0.01%
0.05%
-- -- 149.44M GUSD GUSD(GUSD) 7d chart
Frax USD
Frax USD FRXUSD
$0.9998
0.01%
0.01%
0.02%
-- -- 110.3M FRXUSD Frax USD(FRXUSD) 7d chart
lisUSD
lisUSD lisUSD
$0.9976
0.03%
0.03%
0.10%
-- -- 75.18M lisUSD lisUSD(lisUSD) 7d chart
USDsui
USDsui USDsui
$1.00
0.05%
0.08%
0.18%
-- -- 73.92M USDsui USDsui(USDsui) 7d chart
Fidelity Digital Dollar
Fidelity Digital Dollar FIDD
$0.9997
0.02%
0.01%
0.01%
-- -- 62.6M FIDD Fidelity Digital Dollar(FIDD) 7d chart
StandX DUSD
StandX DUSD DUSD
$0.9986
0.00%
0.04%
0.06%
-- -- 60.5M DUSD StandX DUSD(DUSD) 7d chart
Venus BUSD
Venus BUSD vBUSD
$0.02231
0.00%
0.00%
0.23%
-- -- 2.69B vBUSD Venus BUSD(vBUSD) 7d chart
StraitsX USD
StraitsX USD XUSD
$1.00
0.00%
0.01%
0.01%
-- -- 46.13M XUSD StraitsX USD(XUSD) 7d chart
Aegis YUSD
Aegis YUSD YUSD
$0.9995
0.01%
0.04%
0.03%
-- -- 40.65M YUSD Aegis YUSD(YUSD) 7d chart
Gemini Dollar
Gemini Dollar GUSD
$0.9994
0.08%
0.06%
0.07%
-- -- 39.57M GUSD Gemini Dollar(GUSD) 7d chart
Eurite
Eurite EURI
$1.16
0.04%
0.20%
0.46%
-- -- 33.13M EURI Eurite(EURI) 7d chart
Celo Dollar
Celo Dollar CUSD
$1.00
0.08%
0.02%
0.03%
-- -- 35.55M CUSD Celo Dollar(CUSD) 7d chart
BUSD
BUSD BUSD
$1.00
0.00%
0.03%
0.23%
-- -- 34.41M BUSD BUSD(BUSD) 7d chart
Ampleforth
Ampleforth AMPL
$1.21
8.00%
2.55%
10.01%
-- -- 28.27M AMPL Ampleforth(AMPL) 7d chart
LUSD
LUSD LUSD
$0.9996
0.00%
0.02%
0.02%
-- -- 30.77M LUSD LUSD(LUSD) 7d chart
Pax Dollar
Pax Dollar USDP
$0.9993
0.00%
0.07%
0.03%
-- -- 29.16M USDP Pax Dollar(USDP) 7d chart
USDK
USDK USDK
$0.9961
0.00%
0.00%
1.35%
-- -- 28.6M USDK USDK(USDK) 7d chart
Tokenised GBP
Tokenised GBP TGBP
$1.35
0.04%
0.01%
0.77%
-- -- 19.96M TGBP Tokenised GBP(TGBP) 7d chart
Liquity USD
Liquity USD LUSD
$1.01
0.02%
0.16%
0.01%
-- -- 26.51M LUSD Liquity USD(LUSD) 7d chart
Worldwide USD
Worldwide USD WUSD
$0.9960
0.00%
0.00%
0.00%
-- -- 21.87M WUSD Worldwide USD(WUSD) 7d chart
sUSD
sUSD SUSD
$0.4195
0.00%
0.32%
2.63%
-- -- 43.6M SUSD sUSD(SUSD) 7d chart
MetaMask USD
MetaMask USD mUSD
$0.9999
0.00%
0.01%
0.06%
-- -- 17.58M mUSD MetaMask USD(mUSD) 7d chart
XSGD
XSGD XSGD
$0.7867
0.01%
0.07%
0.13%
-- -- 16.42M XSGD XSGD(XSGD) 7d chart
GYEN
GYEN GYEN
$0.006045
0.31%
3.47%
2.55%
-- -- 2.09B GYEN GYEN(GYEN) 7d chart
USD CoinVertible
USD CoinVertible USDCV
$0.9998
0.01%
0.01%
0.03%
-- -- 12.54M USDCV USD CoinVertible(USDCV) 7d chart
StablR Euro
StablR Euro EURR
$1.02
0.00%
0.01%
0.04%
-- -- 11.88M EURR StablR Euro(EURR) 7d chart
USDB
USDB USDB
$0.9985
0.08%
0.11%
0.24%
-- -- 11.65M USDB USDB(USDB) 7d chart
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