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Explore comprehensive tutorials, interview questions, and real-world examples to master SAP development. Elevate your skills in creating stunning UI5 apps, harnessing the power of BTP, and building Fiori applications. Unlock the potential of CAPM, RAP, and ABAP, and learn to integrate seamlessly with the enterprise portal. Whether you're a beginner or an experienced developer, this blog is your go-to resource for SAP expertise!"},"link":[{"rel":"http://schemas.google.com/g/2005#feed","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/-/Environment+variables?alt\u003djson-in-script\u0026max-results\u003d50"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/-/Environment+variables?alt\u003djson-in-script\u0026max-results\u003d50"},{"rel":"alternate","type":"text/html","href":"http://www.sapui5tutors.com/search/label/Environment%20variables"},{"rel":"hub","href":"http://pubsubhubbub.appspot.com/"}],"author":[{"name":{"$t":"Sanjo Thomas"},"uri":{"$t":"https://www.blogger.com/profile/06687889588258406801"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"generator":{"version":"7.00","uri":"https://www.blogger.com","$t":"Blogger"},"openSearch$totalResults":{"$t":"1"},"openSearch$startIndex":{"$t":"1"},"openSearch$itemsPerPage":{"$t":"50"},"entry":[{"id":{"$t":"tag:blogger.com,1999:blog-3826368468004556615.post-2006634318255067540"},"published":{"$t":"2016-01-04T21:03:00.002-08:00"},"updated":{"$t":"2016-08-09T00:07:09.722-07:00"},"category":[{"scheme":"http://www.blogger.com/atom/ns#","term":"Environment variables"},{"scheme":"http://www.blogger.com/atom/ns#","term":"JDK"},{"scheme":"http://www.blogger.com/atom/ns#","term":"Installation of sap ui5 plugin"}],"title":{"type":"text","$t":"Installation"},"content":{"type":"html","$t":"\u003cdiv dir\u003d\"ltr\" style\u003d\"text-align: left;\" trbidi\u003d\"on\"\u003e\n\u003ch3 style\u003d\"text-align: left;\"\u003e\n\u003cb\u003eInstallation\u003c/b\u003e\u003c/h3\u003e\n\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\nHere are some basic steps to install eclipse in your system,\nthese steps will guide you to install and set up environment for Eclipse and\nSAPUI5 plugins.\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 14.0pt; line-height: 115%;\"\u003eStep 1: Install Java Development(JDK)\u003c/span\u003e\u003c/b\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"color: black; mso-themecolor: text1;\"\u003eThe JDK is\nthe Java package for developers, which i\u003cspan style\u003d\"background: white;\"\u003encludes\na complete Java Runtime and tools for developing, debugging\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp; \u003c/span\u003eand monitoring java applications. Download\nlatest version from \u003c/span\u003e\u003c/span\u003e\u003ca href\u003d\"http://www.oracle.com/technetwork/java/javase/downloads/index.html\"\u003e\u003cspan style\u003d\"background: white;\"\u003ehttp://www.oracle.com/technetwork/java/javase/downloads/index.html\u003c/span\u003e\u003c/a\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 14.0pt; line-height: 115%;\"\u003eStep 2: Setup Environment Variables\u003c/span\u003e\u003c/b\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"background: white; color: black;\"\u003eAfter the installation of your JDK, it's important to create a new\nenvironment variable called JAVA_HOME. To do this, open your \"Run\"\nwindow in Windows and type in \"control sysdm.cpl\". On the Advanced\ntab, click Environment Variables. Then create a new System variable called\nJAVA_HOME. The value of this should be the path to your JDK.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"background: white; color: black;\"\u003e\u003cimg alt\u003d\"\" src\u003d\"data:image/png;base64,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\" /\u003e \u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 14.0pt; line-height: 115%;\"\u003eStep 3: Install\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp; \u003c/span\u003eEclipse\u003c/span\u003e\u003c/b\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"color: black; mso-themecolor: text1;\"\u003eUse this (\u003c/span\u003e\u003ca href\u003d\"http://www.eclipse.org/downloads/\"\u003ehttp://www.eclipse.org/downloads/\u003c/a\u003e\u003cspan style\u003d\"color: black; mso-themecolor: text1;\"\u003e) \u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u003c/span\u003esite to download latest version of \u003c/span\u003e\u003ca href\u003d\"http://www.eclipse.org/downloads/packages/eclipse-ide-java-ee-developers/keplerr\"\u003e\u003cspan style\u003d\"color: black; mso-themecolor: text1;\"\u003eEclipse IDE for Java EE Developers\u003c/span\u003e\u003c/a\u003e\u003cb\u003e\u003cspan style\u003d\"font-family: \u0026quot;calibri\u0026quot; , \u0026quot;sans-serif\u0026quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;\"\u003e.\u003c/span\u003e\u003c/b\u003e Extract the zip-file to a\ndirectory of your choice (for example \"C:\\Program Files\\eclipse\").\nWhen you start eclipse, you have to choose a workspace.\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 14.0pt; line-height: 115%;\"\u003eStep 4: Install SAPUI5 Plugin\u003c/span\u003e\u003c/b\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\nIn the help menu in Eclipse, click “Install New Software”,\npaste one the URL according to the version of the Eclipse.\u003c/div\u003e\n\u003cul type\u003d\"disc\"\u003e\n\u003cli class\u003d\"MsoNormal\" style\u003d\"line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;\"\u003e\u003ca href\u003d\"https://tools.hana.ondemand.com/luna\"\u003ehttps://tools.hana.ondemand.com/luna\u003c/a\u003e\u003cb\u003e\u003cspan style\u003d\"font-family: \u0026quot;calibri\u0026quot; , \u0026quot;sans-serif\u0026quot;; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;\"\u003e \u003c/span\u003e\u003c/b\u003efor Eclipse Luna (4.4)\u003c/li\u003e\n\u003cli class\u003d\"MsoNormal\" style\u003d\"line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;\"\u003e\u003ca href\u003d\"https://tools.hana.ondemand.com/kepler\"\u003ehttps://tools.hana.ondemand.com/kepler\u003c/a\u003e\n     for Eclipse Kepler (4.3)\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2\u003e\n\u003cspan style\u003d\"mso-no-proof: yes;\"\u003e\u003cimg alt\u003d\"\" 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/\u003e\u003c/span\u003e\u003c/h2\u003e\n\u003ch2\u003e\n\u003cspan style\u003d\"font-family: \u0026quot;calibri\u0026quot; , \u0026quot;sans-serif\u0026quot;; font-size: 11.0pt; font-weight: normal;\"\u003e\u0026nbsp;\u003c/span\u003e\u003c/h2\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\nSelect the entry \"UI development toolkit for\nHTML5\" and finish the wizard. Restart eclipse after you complete the\ninstallation.\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\nYou could also install tomcat server, but it will also work\nwithout it, if you have to run the project on the web browser and if you are\nconnected to ECC.\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\nThat’s it!!\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;\"\u003e\n\u003cbr /\u003e\nHave a look at the installation of SAPUI5 plugin installation in Eclipse video by sapui5tutors\u003cbr /\u003e\n\u003cbr /\u003e\n\u003cdiv class\u003d\"separator\" style\u003d\"clear: both; text-align: center;\"\u003e\n\u003ciframe allowfullscreen\u003d\"\" class\u003d\"YOUTUBE-iframe-video\" data-thumbnail-src\u003d\"https://i.ytimg.com/vi/p9-pd7yGAcY/0.jpg\" frameborder\u003d\"0\" height\u003d\"266\" src\u003d\"https://www.youtube.com/embed/p9-pd7yGAcY?feature\u003dplayer_embedded\" width\u003d\"320\"\u003e\u003c/iframe\u003e\u003c/div\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.sapui5tutors.com/feeds/2006634318255067540/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.sapui5tutors.com/2016/01/installation.html#comment-form","title":"1 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/2006634318255067540"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/2006634318255067540"},{"rel":"alternate","type":"text/html","href":"https://www.sapui5tutors.com/2016/01/installation.html","title":"Installation"}],"author":[{"name":{"$t":"Sanjo Thomas"},"uri":{"$t":"https://www.blogger.com/profile/06687889588258406801"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"media$thumbnail":{"xmlns$media":"http://search.yahoo.com/mrss/","url":"https://i.ytimg.com/vi/p9-pd7yGAcY/0.jpg","height":"72","width":"72"},"thr$total":{"$t":"1"}}]}});