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稳定币是什么?

想象一下:你进了一家加密游乐场,里面所有游戏(买币、借币、做交易)都用加密代币结算。但比特币、以太坊价格像过山车,今天能买10张票,明天可能只能买5张。

稳定币就是这个游乐场里的代金券:1张永远等于1美元(或1欧元)。你可以随时用真实美元换代金券,也能反向换回来。

一句话:稳定币 = 区块链上的美元,价格不暴涨暴跌。

稳定币到底有什么用?(普通场景)

场景说明例子
避险加密货币大跌前,把比特币换成稳定币,保住本金你持有1个ETH(价值2000美元),感觉要跌,换成2000 USDT
跨境转账给国外家人汇钱,几分钟到账,手续费几乎为零你在美国买USDT,转给国内朋友的加密钱包,他再卖掉拿人民币
赚利息把稳定币存入DeFi平台,年化3%~8%在AAVE或币安理财里存入USDC,每天收利息
日常支付有些线上商店、甚至实体店接受稳定币付款用USDT买虚拟主机、VPN、游戏道具
摆脱通胀本国货币贬值快(如阿根廷比索),换成USDT保值每月发工资马上换成USDT,避免贬值

稳定币的主要作用

  • 交易避险在加密市场剧烈波动时,将资产换成稳定币,可以“锁定利润”或避免亏损。
  • 进出加密世界的桥梁大多数交易所以 USDT/USDC 作为基础交易对(例如 BTC/USDT),买入稳定币后再交易其他币种。
  • 支付与转账相比传统银行跨境转账(慢、贵、需审核),稳定币可以几分钟内低成本发送到全球任何加密地址。
  • 去中心化金融(DeFi)的基础在 DeFi 中,稳定币被广泛用于借贷(借出稳定币赚利息)、流动性挖矿、合成资产等。
  • 抗通胀 / 货币替代在高通胀国家(如阿根廷、土耳其),民众可能通过购买 USDT 来存储价值,避免本币贬值。

稳定币排名Top100

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CoinGecko。
当前稳定币的市值 $287.0 十亿,在过去24小时内变动了0.0%。

货币 价格 1小时 24小时 7天 24小时交易量 总市值 最近7天
泰达币
泰达币 USDT
US$0.9991
0.0%
0.0%
0.0%
US$31,603,044,590 US$183,014,934,643 泰达币(USDT) 7d chart
USDC
USDC USDC
US$0.9995
0.0%
0.0%
0.0%
US$9,510,554,671 US$72,032,891,506 USDC(USDC) 7d chart
USDS
USDS USDS
US$0.9999
0.0%
0.0%
0.0%
US$178,068,976 US$9,812,332,275 USDS(USDS) 7d chart
Dai
Dai DAI
US$0.9999
0.0%
0.0%
0.0%
US$132,039,852 US$4,572,377,848 Dai(DAI) 7d chart
USD1
USD1 USD1
US$0.9992
0.0%
0.0%
0.0%
US$643,175,271 US$4,020,422,025 USD1(USD1) 7d chart
Ethena USDe
Ethena USDe USDE
US$0.9996
0.0%
0.0%
0.0%
US$14,476,380 US$3,958,307,165 Ethena USDe(USDE) 7d chart
Global Dollar
Global Dollar USDG
US$1.00
0.0%
0.0%
0.0%
US$264,005,957 US$3,470,951,257 Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
US$0.9998
0.0%
0.0%
0.0%
US$134,807,706 US$2,799,437,191 PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
US$1.00
0.0%
0.0%
0.0%
US$121,345,660 US$1,575,538,005 Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
US$0.9991
0.0%
0.0%
0.1%
US$75,442,433 US$1,556,482,376 USDD(USDD) 7d chart
Falcon USD
Falcon USD USDF
US$0.9955
0.0%
0.0%
0.0%
US$422,732 US$1,336,738,894 Falcon USD(USDF) 7d chart
BFUSD
BFUSD BFUSD
US$0.999
0.0%
0.1%
0.1%
US$884,390 US$1,318,689,473 BFUSD(BFUSD) 7d chart
United Stables
United Stables U
US$0.9979
0.0%
0.0%
0.0%
US$103,203,863 US$1,224,697,675 United Stables(U) 7d chart
USDGO
USDGO USDGO
US$1.00
0.0%
0.0%
0.0%
US$12,081,408 US$1,169,325,406 USDGO(USDGO) 7d chart
GHO
GHO GHO
US$0.9985
0.0%
0.0%
0.1%
US$15,965,799 US$697,980,177 GHO(GHO) 7d chart
YLDS
YLDS YLDS
US$1.00
0.0%
0.1%
0.1%
US$6,126,533 US$654,838,570 YLDS(YLDS) 7d chart
Usual USD
Usual USD USD0
US$0.9987
0.0%
0.0%
0.0%
US$1,155,882 US$550,698,412 Usual USD(USD0) 7d chart
TrueUSD
TrueUSD TUSD
US$0.9959
0.0%
0.0%
0.1%
US$6,252,347 US$492,464,216 TrueUSD(TUSD) 7d chart
A7A5
A7A5 A7A5
US$0.01207
0.0%
0.5%
2.1%
US$911.99 US$473,654,511 A7A5(A7A5) 7d chart
EURC
EURC EURC
US$1.15
0.0%
0.1%
0.2%
US$29,339,404 US$466,284,076 EURC(EURC) 7d chart
USDtb
USDtb USDTB
US$0.9993
0.0%
0.0%
0.0%
US$1,255,993 US$355,900,040 USDtb(USDTB) 7d chart
First Digital USD
First Digital USD FDUSD
US$0.9971
0.0%
0.0%
0.0%
US$60,901,178 US$350,736,889 First Digital USD(FDUSD) 7d chart
apxUSD
apxUSD APXUSD
US$0.9497
0.1%
0.6%
2.2%
US$1,618,625 US$307,980,321 apxUSD(APXUSD) 7d chart
Binance-Peg BUSD
Binance-Peg BUSD BUSD
US$0.9672
3.1%
2.6%
3.2%
US$431,055 US$273,892,703 Binance-Peg BUSD(BUSD) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
US$0.9911
0.0%
0.0%
0.0%
US$95,947.21 US$217,374,361 Legacy Frax Dollar(FRAX) 7d chart
AUSD
AUSD AUSD
US$0.9992
0.0%
0.0%
0.0%
US$8,212,165 US$215,003,162 AUSD(AUSD) 7d chart
crvUSD
crvUSD CRVUSD
US$0.9989
0.0%
0.0%
0.0%
US$5,405,105 US$214,749,741 crvUSD(CRVUSD) 7d chart
Re Protocol reUSD
Re Protocol reUSD REUSD
US$1.09
0.0%
0.0%
0.2%
US$3,462,839 US$185,700,163 Re Protocol reUSD(REUSD) 7d chart
USAT
USAT USAT
US$0.9986
0.0%
0.0%
0.0%
US$1,183,365 US$185,219,767 USAT(USAT) 7d chart
Polymarket USD
Polymarket USD PUSD
US$1.00
0.2%
0.2%
0.2%
US$36,769.96 US$174,484,700 Polymarket USD(PUSD) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
US$1.15
0.0%
0.1%
0.3%
US$7,372,806 US$160,808,557 EUR CoinVertible(EURCV) 7d chart
GUSD
GUSD GUSD
US$0.9981
0.0%
0.0%
0.0%
US$1,628,839 US$149,507,230 GUSD(GUSD) 7d chart
JPYSC
JPYSC JPYSC
US$0.006273
0.1%
0.0%
1.0%
- US$129,238,614 JPYSC(JPYSC) 7d chart
Avant USD
Avant USD AVUSD
US$0.9985
0.0%
0.2%
0.1%
US$4,341.65 US$125,805,959 Avant USD(AVUSD) 7d chart
CASH
CASH CASH
US$0.9987
0.0%
0.0%
0.0%
US$7,155,527 US$123,748,189 CASH(CASH) 7d chart
Aster USDF
Aster USDF USDF
US$0.9992
0.1%
0.0%
0.1%
US$18,185.38 US$113,558,523 Aster USDF(USDF) 7d chart
Noble USDC
Noble USDC USDC.N
US$0.9953
0.1%
0.1%
0.1%
US$128,397 US$113,513,175 Noble USDC(USDC.N) 7d chart
Frax USD
Frax USD FRXUSD
US$0.9997
0.0%
0.1%
0.0%
US$1,840,217 US$111,024,916 Frax USD(FRXUSD) 7d chart
Unity USD
Unity USD UUSD
US$0.9992
0.0%
0.0%
0.0%
US$777,399 US$99,923,495 Unity USD(UUSD) 7d chart
DAI on PulseChain
DAI on PulseChain DAI
US$0.002218
1.4%
17.9%
10.4%
US$691,968 US$98,381,599 DAI on PulseChain(DAI) 7d chart
Cap USD
Cap USD CUSD
US$0.9998
0.0%
0.0%
0.0%
- US$97,945,422 Cap USD(CUSD) 7d chart
Saturn Dollar
Saturn Dollar USDAT
US$0.9989
0.0%
0.0%
0.0%
US$2,575,280 US$95,073,929 Saturn Dollar(USDAT) 7d chart
USDa
USDa USDA
US$0.9609
0.0%
3.0%
2.5%
US$499.87 US$93,936,708 USDa(USDA) 7d chart
USDA
USDA USDA
US$0.9737
0.2%
0.2%
7.1%
US$260,245 US$84,680,748 USDA(USDA) 7d chart
Cygnus Finance Global USD
Cygnus Finance Global USD CGUSD
US$0.9951
0.0%
0.0%
0.0%
US$8.46 US$75,832,533 Cygnus Finance Global USD(CGUSD) 7d chart
Felix feUSD
Felix feUSD FEUSD
US$0.9996
0.0%
0.3%
0.0%
US$68,223.76 US$74,976,010 Felix feUSD(FEUSD) 7d chart
Lista USD
Lista USD LISUSD
US$0.9976
0.0%
0.0%
0.0%
US$19,616.30 US$74,966,427 Lista USD(LISUSD) 7d chart
USDX
USDX USDX
US$0.6712
0.0%
2.0%
4.2%
US$4,631.71 US$74,884,394 USDX(USDX) 7d chart
Crown BRLV
Crown BRLV BRLV
US$0.1924
0.0%
0.4%
1.2%
US$4,521.25 US$72,100,550 Crown BRLV(BRLV) 7d chart
Ondo U.S. Dollar Token
Ondo U.S. Dollar Token USDON
US$1.00
0.0%
0.0%
0.0%
- US$67,693,049 Ondo U.S. Dollar Token(USDON) 7d chart
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