当前位置：网站首页>【统信UOS】扫描仪设备管理驱动安装

【统信UOS】扫描仪设备管理驱动安装

2022-07-03 17:49:00 【Leon-zy】

1、先安装对应扫描设备驱动

驱动可以在官方下载 https://www.chinauos.com/ecology/adapt

注：关闭开发者模式的需要注意软件签名问题

2、下载专用扫描仪工具

由于UOS自带的扫描工具功能有限且不好用，部分设备无法添加管理，下载gscan2pdf工具

3、添加扫描设备

安装完驱动、下载完工具后使用工具添加扫描仪并使用。

原网站

版权声明
本文为[Leon-zy]所创，转载请带上原文链接，感谢
https://blog.csdn.net/weixin_42728126/article/details/125515192

边栏推荐

Talk about the design and implementation logic of payment process
问题随记 —— 在 edge 上看视频会绿屏
Basic grammar of interview (Part 2)
Inheritance of ES6 class
Discussion sur la logique de conception et de mise en oeuvre du processus de paiement
面试官：值为 nil 为什么不等于 nil ？
[combinatorics] recursive equation (special solution example 1 Hannover tower complete solution process | special solution example 2 special solution processing when the characteristic root is 1)
[RT thread] construction and use of --hwtimer of NXP rt10xx device driver framework
Detailed explanation of common network attacks
Ml (machine learning) softmax function to realize the classification of simple movie categories

随机推荐

IntelliJ 2021.3 short command line when running applications
Internet Hospital his Management Platform source, online Inquiry, appointment Registration Smart Hospital Small program source
ES6类的继承
The difference between i++ and ++i: tell their differences easily
How to enforce parameters in PowerShell- How do I make parameters mandatory in PowerShell?
[combinatorics] generating function (shift property)
Automata and automatic line of non-standard design
Detailed explanation of common network attacks
Assembly for unloading Loadfrom() loaded assembly - unloading the assembly loaded with assembly LoadFrom()
Gear2021 monthly update - December
How to read the source code [debug and observe the source code]
Investigation on the operation prospect of the global and Chinese Anti enkephalinase market and analysis report on the investment strategy of the 14th five year plan 2022-2028
Hongmeng fourth training
Analysis report on production and marketing demand and investment forecast of China's PVC industry from 2021 to 2026
AcWing 4489. Longest subsequence
数学公式（测试）
Mathematical formula (test)
As soon as we enter "remote", we will never regret, and several people will be happy and several people will be sad| Community essay solicitation
[combinatorics] recursive equation (summary of the solution process of recursive equation | homogeneous | double root | non-homogeneous | characteristic root is 1 | exponential form | the bottom is th
Y is always discrete and can't understand, how to solve it? Answer: read it several times