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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 $316.2 十亿,在过去24小时内变动了1.1%。

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$1.00
0.0%
0.0%
0.0%
US$77,108,740,891 US$185,825,247,785 泰达币(USDT) 7d chart
USDC
USDC USDC
US$0.9997
0.0%
0.0%
0.0%
US$17,836,723,934 US$78,692,318,967 USDC(USDC) 7d chart
USDS
USDS USDS
US$0.9999
0.0%
0.0%
0.0%
US$52,064,580 US$11,347,744,361 USDS(USDS) 7d chart
Ethena USDe
Ethena USDe USDE
US$0.9997
0.0%
0.0%
0.0%
US$65,681,826 US$5,831,054,756 Ethena USDe(USDE) 7d chart
Dai
Dai DAI
US$0.999
0.1%
0.1%
0.1%
US$44,364,046 US$4,332,749,443 Dai(DAI) 7d chart
USD1
USD1 USD1
US$0.9997
0.0%
0.0%
0.0%
US$1,212,911,477 US$4,155,250,527 USD1(USD1) 7d chart
PayPal USD
PayPal USD PYUSD
US$1
0.0%
0.0%
0.0%
US$87,154,350 US$4,117,064,894 PayPal USD(PYUSD) 7d chart
Global Dollar
Global Dollar USDG
US$0.9998
0.0%
0.0%
0.0%
US$52,298,435 US$2,242,500,856 Global Dollar(USDG) 7d chart
Falcon USD
Falcon USD USDF
US$0.9979
0.0%
0.0%
0.0%
US$907,609 US$1,786,040,419 Falcon USD(USDF) 7d chart
USDD
USDD USDD
US$1.00
0.0%
0.0%
0.0%
US$82,239,549 US$1,538,619,231 USDD(USDD) 7d chart
Ripple USD
Ripple USD RLUSD
US$0.9998
0.0%
0.0%
0.0%
US$152,927,191 US$1,480,747,111 Ripple USD(RLUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
US$1.12
0.5%
1.0%
0.5%
US$2,160,922 US$1,356,059,261 Ondo US Dollar Yield(USDY) 7d chart
BFUSD
BFUSD BFUSD
US$0.9994
0.0%
0.0%
0.0%
US$3,541,482 US$1,319,209,760 BFUSD(BFUSD) 7d chart
United Stables
United Stables U
US$1.00
0.0%
0.0%
0.0%
US$49,282,016 US$972,442,273 United Stables(U) 7d chart
USDtb
USDtb USDTB
US$0.9997
0.0%
0.0%
0.0%
US$1,434,144 US$869,082,408 USDtb(USDTB) 7d chart
GHO
GHO GHO
US$0.9997
0.0%
0.0%
0.0%
US$4,466,612 US$583,824,470 GHO(GHO) 7d chart
YLDS
YLDS YLDS
US$0.9998
0.0%
0.0%
0.0%
US$17,441,168 US$574,843,431 YLDS(YLDS) 7d chart
Usual USD
Usual USD USD0
US$0.9983
0.0%
0.0%
0.0%
US$63,927.58 US$557,514,400 Usual USD(USD0) 7d chart
TrueUSD
TrueUSD TUSD
US$0.9987
0.0%
0.0%
0.1%
US$10,156,116 US$494,078,371 TrueUSD(TUSD) 7d chart
A7A5
A7A5 A7A5
US$0.01252
0.0%
0.3%
0.5%
US$1,014.16 US$490,719,323 A7A5(A7A5) 7d chart
EURC
EURC EURC
US$1.18
0.1%
0.0%
0.9%
US$29,955,202 US$425,688,452 EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
US$0.9993
0.0%
0.0%
0.0%
US$176,224,842 US$413,665,402 First Digital USD(FDUSD) 7d chart
USX
USX USX
US$0.9997
0.0%
0.0%
0.0%
US$5,149,215 US$378,289,150 USX(USX) 7d chart
Binance-Peg BUSD
Binance-Peg BUSD BUSD
US$1.00
0.2%
0.1%
0.1%
US$1,626,393 US$283,715,176 Binance-Peg BUSD(BUSD) 7d chart
crvUSD
crvUSD CRVUSD
US$0.9996
0.0%
0.0%
0.0%
US$19,366,107 US$275,786,086 crvUSD(CRVUSD) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
US$0.9929
0.0%
0.2%
0.1%
US$997,086 US$273,997,108 Legacy Frax Dollar(FRAX) 7d chart
USDa
USDa USDA
US$0.9844
-
-
-
US$0.00 US$217,235,955 USDa(USDA) 7d chart
AUSD
AUSD AUSD
US$1.00
0.0%
0.0%
0.0%
US$40,931,379 US$216,416,666 AUSD(AUSD) 7d chart
Neutrl USD
Neutrl USD NUSD
US$0.9993
0.2%
0.1%
0.0%
US$876,093 US$163,097,591 Neutrl USD(NUSD) 7d chart
Noble USDC
Noble USDC USDC.N
US$1.00
0.0%
0.4%
0.0%
US$374,205 US$160,676,519 Noble USDC(USDC.N) 7d chart
Satoshi Stablecoin
Satoshi Stablecoin SATUSD
US$0.9884
0.1%
0.7%
0.7%
US$7,629.56 US$157,428,092 Satoshi Stablecoin(SATUSD) 7d chart
STASIS EURO
STASIS EURO EURS
US$1.21
0.0%
0.1%
0.6%
US$757.93 US$150,444,593 STASIS EURO(EURS) 7d chart
apxUSD
apxUSD APXUSD
US$0.9999
0.0%
0.0%
0.0%
US$9,999,909 US$150,243,961 apxUSD(APXUSD) 7d chart
GUSD
GUSD GUSD
US$0.9996
0.1%
0.0%
0.1%
US$4,342,481 US$149,729,328 GUSD(GUSD) 7d chart
USAT
USAT USAT
US$0.9997
0.0%
0.0%
0.1%
US$6,183,028 US$149,701,912 USAT(USAT) 7d chart
Frax USD
Frax USD FRXUSD
US$1.00
0.0%
0.0%
0.0%
US$3,727,211 US$133,856,127 Frax USD(FRXUSD) 7d chart
Avant USD
Avant USD AVUSD
US$0.9995
0.0%
0.1%
0.0%
US$32,678.21 US$128,598,941 Avant USD(AVUSD) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
US$1.18
0.1%
0.0%
0.9%
US$8,537,151 US$126,235,611 EUR CoinVertible(EURCV) 7d chart
CASH
CASH CASH
US$0.9987
0.0%
0.1%
0.2%
US$40,722,513 US$124,886,747 CASH(CASH) 7d chart
Pleasing USD
Pleasing USD PUSD
US$0.9966
0.0%
0.0%
0.1%
US$0.00 US$119,593,189 Pleasing USD(PUSD) 7d chart
Aster USDF
Aster USDF USDF
US$0.9996
0.0%
0.1%
0.1%
US$82,895.01 US$118,318,886 Aster USDF(USDF) 7d chart
Cap USD
Cap USD CUSD
US$0.9999
0.0%
0.0%
0.0%
US$32.84 US$109,330,006 Cap USD(CUSD) 7d chart
JUSD
JUSD JUSD
US$1.00
0.0%
0.0%
0.0%
US$134,640 US$106,236,841 JUSD(JUSD) 7d chart
MNEE USD Stablecoin
MNEE USD Stablecoin MNEE
US$1.00
0.0%
0.1%
0.1%
US$140,587 US$102,327,621 MNEE USD Stablecoin(MNEE) 7d chart
Palm USD
Palm USD PUSD
US$0.9997
0.0%
0.0%
0.0%
US$124,928 US$101,254,232 Palm USD(PUSD) 7d chart
Ring USD
Ring USD USDR
US$1.00
0.1%
0.1%
0.1%
US$11,989.92 US$100,454,080 Ring USD(USDR) 7d chart
Unity USD
Unity USD UUSD
US$1.00
0.0%
0.1%
0.0%
US$2,063,139 US$100,057,377 Unity USD(UUSD) 7d chart
StandX DUSD
StandX DUSD DUSD
US$0.9994
0.0%
0.0%
0.0%
US$1,196,841 US$99,638,281 StandX DUSD(DUSD) 7d chart
Precious Metals USD
Precious Metals USD PMUSD
US$0.9893
0.0%
0.2%
0.4%
US$821,204 US$99,126,585 Precious Metals USD(PMUSD) 7d chart
XDAI
XDAI XDAI
US$0.9999
0.0%
0.0%
0.0%
US$667,879 US$92,354,432 XDAI(XDAI) 7d chart
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