Flex Layout
- What - Flex Layout was announced by the Angular team as a UI layout library that is based on styling and written in pure TypeScript. Originating from CSS Flexbox, it allows users to create responsive page layouts without the use of classes and styling files like css or scss.
- When - Flex Layout requires Angular version 4.1^ and works best when paired with Angular Material but it can also be independent. It is mainly a solution for applications that require heavy responsive behaviors, especially desktop and mobile friendly applications as it allows the developer to anticipate the user's screen size by setting breakpoints in which to make the responsive transition.
Flex Layout Installation
Setting up Flex Layout for Angular is as easy as using it. Lets get started!
- Install - type the following command in your project's command line.
npm install @angular/flex-layout --save
- Import - import FlexLayoutModule into your app module.
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)
Flex Layout Basic Tutorial
Developing with Flex Layout allows us to focus solely on the html files, which opens the door for benefits such as the ease of debugging.
- fxLayout - defines the orientation of the elements within the element. If set to column, elements will be displayed from the top of the screen to the bottom. If set to row, elements will be displayed from the left to the right side of the screen. If not specified, fxLayout will default to row.
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) 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) 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- fxFlex - defines the screen real estate percentage in relation to the other elements within the same parent element. If amount is not specified, fxFlex will automatically assign the remaining space, which is 100 - (fxFlex amount of sibling elements).
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) |
Third element is automatically assigned an fxFlex of 30 |
- fxLayoutGap - defines the amount of space between the child elements. Measurement of the amount can be specified in px, rem, em, %, etc.
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) |
A gap of 1 rem is applied between the child elements. |
- fxLayoutAlign - defines the alignment of the child elements. Three main keywords to use are start, center and end. If the fxLayout is set to row, setting fxLayoutAlign to start will align the elements to the left, center will align the elements to the center and end will align the elements to the right side of the screen. The same concept applies when the fxLayout is set to column except setting fxLayoutAlign to start will align the elements to the top, and end will align the elements to the bottom of the screen.
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) 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Elements are placed on the right side of the screen |
Angular Material
- What - Angular Material is a UI component library also developed by the Angular team for Angular developers. The goal of Angular Material coincides with the whole concept of Angular developing, which is to provide the developer with components that can be reused when needed. The components themselves can contain styling features that are unique and appropriate in today's modern tech industry. Similar to Flex Layout, Angular Material provides a responsive experience for the user across different platforms.
- When - Angular Material is best suited for applications that require a standard theme. With strong support from the Angular team in the form of updates, documentation and examples, you will definitely see a decrease in the time taken to build an entire screen from scratch.
Angular Material Installation
- Install - type the following command in your project's command line.
npm install @angular/material @angular/cdk @angular/animations --save
- Update - type the following command to update your Angular project with the appropriate dependencies
ng add @angular/material
- Angular Material Module - Since it is best practice to only import modules from a library that you need, let's create a angular material folder beside our app folder for the angular material module to house the complete list of necessary modules. Our app module will then import the contents of the angular material module as a way to keep things organized and for the app module to not get cluttered with a huge list of modules.
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) 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Angular Material module folder and file |
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) 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Angular Material module with the imported list of Material modules to use |
Angular Material Basic Tutorial
One of the benefits of using Angular Material is that it can be seamlessly integrated with Reactive Forms, but for the sake of this basic tutorial, let's go over some of my favorite components provided by Angular Material.
- Card - Lets create a card that hovers slightly on top of the screen and since we already have the MatCardModule imported, we can now start off by adding a mat-card element in our html file. One unique feature of implementing Angular Material is that we can even customize the elevation aspect of our element using the built-in elevation classes.
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) 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Mat Card with an elevation of mat-elevation-z-8 |
- Button - Building on top of the card, let's add an Angular Material button, remembering to always import the appropriate module as we need them. Built-in features such as is the ability to use color classes(which ensures aesthetic consistency throughout our application), the pulse effect shown when the user clicks the button and the look of the button when it is set as disabled are all things most users expect in a modern application.
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) |
Import MatButtonModule |
![](data:image/png;base64,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) 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Angular Material buttons using built-in primary class |
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) 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Conclusion
We went over a brief introduction and tutorial on implementing both Angular Material and Flex Layout for the sole purpose of understanding the advantages these libraries can offer. From benefits such as being open source and heavily supported, the ease of implementing powerful components that are responsive from desktop to mobile apps, and the short learning curve, you can rest assure that both Angular Material and Flex Layout will offer a rewarding experience when developing from small to even large sized applications.
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