liveusb-creator

The liveusb-creator is a cross-platform tool for easily installing live operating systems on to USB flash drives.

Features

  • Works in Windows and Linux!
  • Completely non-destructive install. There is no need to deal with formatting or partitioning your USB key.
  • Supports a "destructive" installation method that uses to ​dd to copy the iso directly to the device, overwriting all data and partitions. This method is more reliable in terms of booting, and works with DVD images as well.
  • Supports automatically downloading various Fedora releases, as well as ​Sugar on a Stick!
  • Automatically detects all of your removable devices
  • Persistent storage creation. This lets you to allocate extra space on your USB stick, allowing you to save files and make modifications to your live operating system that will persist after you reboot. This essentially lets you carry your own personalized Fedora with you at all times.
  • Checksum verification of known releases, to ensure that you've downloaded the correct bits
  • Translated in many languages

Testimonials

"As a non-Linux person, Live-USB Creator has improved the
quality of my life measurably!" --Dr. Arthur B. Hunkins

Download

Warning: There are virus-infected copies of the Windows liveusb-creator floating around various download sites on the internet. Only download the Windows liveusb-creator from this page!

Windows

Linux

For Fedora, simply use Add/Remove? software and search for liveusb-creator and install it or do

# yum install liveusb-creator

Source

refer: https://fedorahosted.org/liveusb-creator/

refer: http://fedoraproject.org/wiki/How_to_create_and_use_Live_USB

liveusb-creator的更多相关文章

  1. windows下制作linux U盘启动盘或者安装优盘(转)

    windows下制作linux U盘启动盘或者安装优盘(转) Linux发行版排行榜:http://iso.linuxquestions.org/ [方案一]:UltraISO(不推荐,在Window ...

  2. CentOS7 备忘录

    //安装CentOS7 1.用LinuxLive USB Creator,LiveUSB Creator设置U盘安装不成功,UltraISO可以. 2.旧电脑(x8le)安装时报"/dev/ ...

  3. Fedora 17 安装 完全 指南

    一.了解Fedora 17先来了解一下Fedora吧.它是由Red Hat赞助的一个全球性开源项目,秉承“自由”.“友爱”.“杰出”.“前卫”宗旨. 1.Fedora 17的主要系统改进内核:采用3. ...

  4. Linux常用总结

    CentOS 7.0中一个最主要的改变,就是切换到了systemd.它用于替代红帽企业版Linux前任版本中的SysV和Upstart,对系统和服务进行管理.systemd兼容SysV和Linux标准 ...

  5. centos 7.5 最小化安装

    参考:https://www.tecmint.com/centos-7-installation/ ================================================== ...

  6. Fedora 17 安裝完全指南

    Fedora 17 关闭U盘自动mount gsettings set org.gnome.desktop.media-handling automount "false" gse ...

  7. 老外写的-用Rawrite神器写入u盘镜像-制作u盘启动- fedora -u盘安装制作

    用Rawrite神器写入u盘镜像? ====================================================== 尝试用ultraiso, 写入硬盘镜像, 不能启动,在 ...

  8. 安装U盘启动ferdora-22-fce笔记

    如何格式化为fat? windows图形界面格式化, 选项中没有fat, 只有fat32和exfat两种upan格式 Fat就是 传统的FAT16 要格式化为fat, 需要使用cmd的format命令 ...

  9. linuxtoy.org资源

    https://linuxtoy.org/archives.html Archives 在 Android 系统上安装 Debian Linux 与 R (2015-07-14) Pinos:实现摄像 ...

随机推荐

  1. pcr free library 介绍

    一句话:illumina的建库方法,建库时间段,质量还好... the adapters are different in the PCR-free kit compared to the stand ...

  2. 原生js获取鼠标坐标方法全面讲解:clientX/Y,pageX/Y,offsetX/Y,layerX/Y,screenX/Y【转】

    关于js鼠标事件综合各大浏览器能获取到坐标的属性总共以下五种 event.clientX/Y event.pageX/Y event.offsetX/Y event.layerX/Y event.sc ...

  3. 横向滚动条展示 css

    <div class="shuaixuan" style="overflow:hidden;">    <div style="ov ...

  4. C++ Primer : 第二章:变量和基本类型(1)

    变量和基本类型之第一篇:基本内置类型和变量 一. (1) C++定义了一套包括算数类型和空类型,这些类型有:布尔类型bool,字符类型char,宽字符类型wchar_t,Unicode字符char16 ...

  5. AndroidStudio用微信官方方法接入微信分享功能

    转载请注明出处:http://www.cnblogs.com/wangoublog/p/5367950.html 现在微信的功能众所周知,用户量.影响力也是惊人,很多应用接入微信的功能已成为一种不可缺 ...

  6. CentOS6.3 Hostname设定修改

    今天装了个CentOS6.3恩,基本上是参照百度文库上面的文章来安装的 http://wenku.baidu.com/link?url=K0tqotryKLFHhJGicx1nC-hsgfWhL3OI ...

  7. spark共享变量

    boradcast例子代码: scala版本 spark共享变量之Accumulator 例子代码: scala版本

  8. php文件删除

    <?php $dirname="shangchuan/uploads"; deldir($dirname); function deldir($dirname){ if(fi ...

  9. UVA-12436 Rip Van Winkle's Code (线段树区间更新)

    题目大意:一个数组,四种操作: long long data[250001]; void A( int st, int nd ) { for( int i = st; i <= nd; i++ ...

  10. hdu3416 最短路+最大流

    题意:有 n 点 m 边,有出发点 A 到达点 B ,只允许走原图中的最短路,但每条边只允许被走一次,问最多能找出多少条边不重复的最短路 一开始做到的时候瞎做了一发最短路,WA了之后也知道显然不对,就 ...