什么是wrb3-什么是WRC

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欧意最新版本

欧意最新版本

欧意最新版本app是一款安全、稳定、可靠的数字货币交易平台。

APP下载  官网地址

什么是IPFS,如何搭建IPFS节点

以上定义来自于网络,搜索了一些居然没有 某度百科 。。。 。。。

我的理解,去中中心化的迅雷+网盘。不准确但是好理解吧。

一大群人,用一个软件,放在软件上的东西都会被共享在这个软件里面,并且永久存在,不会因为某些人的退出或者某些人的加入而改变。而且软件使用是匿名的,你会得到一个HASH值,通过这个HASH值可以在软件里面拿到对应的文件。

下面说下节点的搭建:注意这里不是挖矿,就是搭建一个节点。

技术:centOS7 , IPFS 命令行

1、创建一个ipfs用户。

2、进入 /home/ipfs (创建ipfs用户之后,就会在home文件夹下看到ipfs文件夹了)

3、看到 ipfs version 0.10.0 说明安装成功了。

4、切换用户到 ipfs

5、ipfs init 执行之后可以看到类似下面的内容

6、更换一个窗口,还是使用ipfs用户

执行 ipfs daemon

7、回到原来的窗口

执行 ipfs swarm peers 看到很多节点说明成功了。

8、这时候就可以在内部使用了,不过仅限127.0.0.1使用。

9、需要将IPFS节点对外

10、 重新启动 ipfs daemon 完成。

11、计划用nginx进行转发,暂时没有成功。懒得搞了,直接加白名单进行安理。

如果不能正常访问,看看防火墙端口打开没有。一个是centOS7的内部防火墙,一个是外部防火墙,比如阿里云或者亚马逊,要开放端口才可以。

翟彦霞:攀登科技高峰

url:http://daily.laiwunews.cn/shtml/lwrb/20150527/235368.shtml,id:0 □本报记者张群

专利8项、授权6项,年仅31岁的翟彦霞曾先后获得莱芜市科技进步一、二、三等奖,今年又获得了山东省富民兴鲁劳动奖章。她用坚定的信念、坚韧的毅力,在平凡的岗位上,用青春书写着别样的人生。工作仅3年便取得如此骄人的成绩,她是如何做到的?

“我喜欢这份工作,比起赚多少钱,在这个岗位上我有收获、个人能力有成长有进步,更让我得到满足。”说这话的人是山东宝纳新材料有限公司翟彦霞。虽然已是诸多荣誉“压身”,她

却显得异常淡定。

追逐梦想调整状态再上路

翟彦霞儿时的梦想就是做一名工程师。2012年7月,翟彦霞经导师介绍来到山东宝纳新材料有限公司,圆了儿时的梦。“这份工作给我提供这个平台,让我能发挥自己的能力,让自己专业方面的特色能展现出来。”翟彦霞说。

欣喜之余,翟彦霞也发起了愁。原来,她在大学期间学的专业虽然是新材料方面的,但公司里主要研究的新材料碳化硅陶瓷却是她没有接触过的。愁归愁,工作还得干,翟彦霞调整好自己的状态,开始投入到对碳化硅陶瓷的摸索中。查资料、做实验、跟其他同事观摩学习,翟彦霞感觉自己又回归到了学生时代。

勤思苦练带领团队走在科技前端

翟彦霞说,她的工作时刻充满挑战,一边说着,翟彦霞一边给我们讲起了一次难忘的经历。“当时我们攻克了一个无压烧结,碳化硅方面的难题,当时我们产品的体积密度只有3.0。体积密度是影响碳化硅陶瓷其他性能指标的重要因素,通过半年多反复地实验,在实验室里,从这个方向到那个方向,上百次的实验,使我们的体积密度达到了3.10,最高的我们调整到3.15。这实在太令人惊喜了。”

经过两个多月的摸索,翟彦霞终于可以独立完成产品的设计方案,并在2012年10月份和同事们一起参与完成了“碳化硅多弧面板”企业标准的制定,并多次参与成果研发。

有一次,为了赶制一份成果鉴定报告,时间非常紧张。翟彦霞更是到了不眠不休的地步,困了伏案睡,醒了继续写,改了一遍又一遍。“本来需要两个月的工期,我们仅用了一个月就完成了。”翟彦霞说。对于取得的成绩,翟彦霞说,这些都是团队的力量。

敬业爱岗在工作中实现自我价值

什么是wrb3-什么是WRC

每天忙于研究、忙于攻克难关,翟彦霞在一个个挑战中找到了人生的乐趣。“随着国家高科技的引入与融合,越来越需要高科技人才进行创新实践。我感觉产品一点一滴的提高就是一种乐趣,比如说我把这个密度提高了,它的性能变好了,那就是相当于对自己的能力的肯定。虽然过程很辛苦,但成绩出来的时候就全忘了,感觉付出值得了。”翟彦霞如是说。

对于未来的工作计划,翟彦霞说:“现在就是针对一些实际问题去解决,我觉得才有意义,想得太远不如把目前的问题先去解决好,把现实中的实际问题先解决了,肯定能一步一步地去实现更远大的目标。”

翟彦霞说,她的人生格言是“不悔”,“不悔是一种强烈的责任和担当,同时又是一种极大的付出,只有你用心付出了,你才能做到不悔。”辛勤地耕耘换来丰硕的果实,翟彦霞以她特有的人格魅力,时刻感染着别人、鼓舞着别人。

[科普]如何秘密又安全地传递信息?(朴素版)

压力变送器作为可用作气压、液压、压力差等物理量的测量,具有优良的性能和出色的稳定性,广泛应用于船舶工业、航空航天等领域。传统压力变送器采用工业过程控制领域标准的4mA~20mA模拟电流输出及HART协议半数字输出方式,只能单向传输,信道为一对一,已逐渐不能满足现场设备与控制系统间信息交换的需求。

在全数字化、智能化的工业4.0时代,工业生产领域的数字化具有重要意义。将工业领域应用广泛的模拟传输的压力变送器数字化改造为数字式压力变送器,是时间短、见效快实现数字化的重要举措。针对模拟传输型压力变送器数字化改造需求,本文设计并实现了一种小体积的、高精度的、数字式的压力测量模块,可嵌入安装于压力变送器内,实现压力变送器的数字化。

压力测量模块总体方案,主要包括电源电路、微处理器电路、信号调理电路、CAN通信电路等部分。电源电路将外部电源转换为其他电路所需电源并供电。信号调理电路将输入的4mA~20mA标准电流信号变换为微处理器电路可采集的电压信号,经微处理器内部模数转换器模数转换并由软件滤波处理,通过CAN通信电路将信息输出到外部CAN通信总线。

1、电源电路设计

电源电路主要功能为通过将24V直流电源变换为5V、±15V等电源,为模块内部的其他电路提供电源。通过WRB2405S芯片将直流24V电源转换为直流5V电源供微处理器电路的直流5V电源通过WRB2405S芯片实现;CAN通信电路使用的直流5V电源通过MAU122芯片实现;信号调理电路使用的±15V电源通过MAU129芯片实现。

2、微处理器电路设计

微处理器电路主要功能为通过附带电路实现微处理器自身基础运行。微处理器选用MC9XS128系列单片机的芯片,该芯片供电电源为直流5V,电源抗干扰能力强,且内部包含12位模数转换器及CAN通信控制器,可极大简化外围电路。微处理器复位选用TPS3808G50复位芯片。采用16MHz无源晶振方式,启振通过外接两个18pF对称电容实现。

3、信号调理电路设计

信号调理电路主要功能为将标准电流信号通过电流电源变换后转为合理范围内的电压信号。4mA~20mA标准电流信号为压力传感器输出,电流转换电压通过精密的10Ω采样电阻实现。信号源端与采样终端的完全电气隔离,采用高可靠隔离性好的AMC1100电流传感芯片实现。后级通过运算放大器OPA2227电路,进一步将压力信号放大为0V~4.5V电压信号送入微处理器的模数转换器。

4、CAN通信电路设计

因CAN通信控制器由微处理器内部自带,CAN通信电路仅需实现CAN通信驱动器部分电路。CAN通信驱动器选用带隔离的、抗干扰性强的CTM1051芯片,将逻辑电平转换为差分电平并通过CANH引脚和CANL引脚输出。

27名企业家榜上有名

为什么要了解加密技术?

通常情况下我们不需要过分关注信息的安全,但是在极个别情况下,我们不希望某些信息被某些“坏人”看到,以免对我们自身产生不利,比如盗窃、修改、举报等。如果这时我们又没办法将信息直接安全地递给对方,而是委托第三方(个人或平台)来传递,那么就需要对信息进行加密。

而事实上我们几乎所有的信息是通过委托那个我们并不熟悉的第三方来进行传递的,比如微信。进一步说,尽管第三方历来拥有良好信用与高超技术,但依然不能完全保证下一刻是完全百分百安全的。所以了解一些基本的加密技术与方法,来让信息传递更加安全高效,对于现代人来讲越来越有必要。

“对称加密”VS“非对称加密”

简单来看,目前的加密技术大致分为两种——“对称加密”与“非对称加密”。网上有很多大牛对于两者精深的解释。通俗说,当加密与解密的密码是同一个的时候,就是“对称加密”,否则就是“非对称加密”。

“对称加密”最好理解,用什么加密就用什么解密。你直接在小程序中搜一下“加密”就可以看到很多这样的工具。它们会根据你提供的密码为信息加密,而你则需要将密文与密码同时给到你想传递的人。但它的问题是,如何保证密码在传递中不被泄露?要知道网络从来就不是安全的,想拿到任何信息都不是“能不能”,而是“想不想”。

而“非对称加密”则可以做到在“用来加密的密码”被泄露时,依然保证信息的安全。

借助“非对称加密”技术,你只需要做到两点,就能达到这样的效果:

这样,你就可以用对方的“公钥”给信息加密,对方接受后可以用自己的“私钥”来解密。“公钥”之所以叫“公钥”,是因为可以公开的。私钥则用来解密,需要自己保存好。这样就避免了来回传递密码的问题。

我们来个具体的实践吧:

假设你给了我这样一个“公钥”——

-----BEGIN PUBLIC KEY-----

MIGfMA0GCSqGSIb3DQEBAQUAA4GNADCBiQKBgQCzkiVmOqMro83Cj28gOcXVFmIp

McNU7FBGFiY82x3lEXzKieOIN3yB9vxvWE+CGNjPJBnrLZ1nUo76a8wv2B71PYD0

izVQJcO5TdfVjPbxbMNujIutYDn4J2n7oWpfvLxospxGHy/G+0iFmIz1pjIV9MHq

nxdfli5mvHZj077RpwIDAQAB

-----END PUBLIC KEY-----

然后我使用“非对称加密”技术加密了一段信息给你,因为只想给你看——

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

我把上面这段密文发给你,你会点开文末的“阅读全文”,将你手里(下面)的“私钥”复制粘贴到页面的第一个框里,将上面的密文复制粘贴到第二个框里

-----BEGIN PRIVATE KEY-----

MIICdQIBADANBgkqhkiG9w0BAQEFAASCAl8wggJbAgEAAoGBALOSJWY6oyujzcKP

byA5xdUWYikxw1TsUEYWJjzbHeURfMqJ44g3fIH2/G9YT4IY2M8kGestnWdSjvpr

zC/YHvU9gPSLNVAlw7lN19WM9vFsw26Mi61gOfgnafuhal+8vGiynEYfL8b7SIWY

jPWmMhX0weqfF1+WLma8dmPTvtGnAgMBAAECgYBe9b0jV4TsUf5Akhtg/kw5CFI2

mKNEKIe22IW2DuW7Okk0zkBty3HjRJpvw1KgaMVWnS+7p26isgz8Lr9W2cJcaH3Q

OquX4X/NPzHfHDkSS6JnU5Ji8oLZdUwf40tojP6EuC6K1aJwXqfCg9dmy3acrY7Q

y7QEqndiPvKLOKNcwQJBAOhpk5Ytl2DiJF9/oAHKXYswZQOQRWX9cos4srClLw1S

HH55Bgitp0fr+UorCBI8wcvzWN3VHlbdD3qn31c2kscCQQDFy6rZkVxprEB4yOXk

doHO4YN5eN9VBwzMyuOz+cq1jZQblv/aIo4UOrsJiC3OXJuytmXFVIqjRDeDmfPk

FOohAkAxjHCej9G6IfxHL9pZB1+yEPs4K0XgXIxTCh9ucYj6egsBG6QhrYQAXVqk

aVArMzDN3m+Pu6PgOPjX2XpQCZ55AkBMyrnWJl1emYWeX0EB5hCXpW5J5ueuN0J8

7/hfk4dj3Ue3PnSu1+OZbwPWu4wtJj88rxvr9NqucHmtGkRaNNSBAkBHVBdEsTTH

Mwp7COVml2WtspDIBrqCzEYL72n5Bh9QKOKTD2U61x99TT+JUOr/n0HSzCYHFDxc

wONHUaSmL8Vu

-----END PRIVATE KEY-----

别忘了再选一下BASE64编码,就像这样:

如果成功了,请吹哨示意。

恭喜你又Get了一项保护自己的能力。

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