In this tutorial we create 2 segment tabs inside a UISegmentedControl. Each segment tab will display a different text value on a label.
Default design of UISegmented control is simple and can not changeable from StoryBoard. For show your segment tab more attractive, here i will write some easy and simple code with animation. This code is totally convert default UISegment into awesome tab looks like material designed tab.
Here, i will create beautiful designed with amazing animation using less and simple code. You can implement this super easy tab code where you want. In this tutorial i will create class for designed segment tabs, it can be implement at every where also in StoryBoard of your project.
First of all, drag & drop UISegmented Control in Storyboard from Objects list.
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)
Now, create a class for custom segment control.
class SegmentedControl: UISegmentedControl{
} |
Create Extension for shape and fill color of custom UISegmented control
extension UIImage{ class func getSegRect(color: CGColor, andSize size: CGSize) -> UIImage{ UIGraphicsBeginImageContextWithOptions(size, false, 0.0) let context = UIGraphicsGetCurrentContext() context?.setFillColor(color) let rectangle = CGRect(x: 0.0, y: 0.0, width: size.width, height: size.height) context?.fill(rectangle) let rectangleImage = UIGraphicsGetImageFromCurrentImageContext() UIGraphicsEndImageContext() return rectangleImage! } } |
We’ll use this extension in the segment extension, ?
Here UISegmentedControl Extension for remove the bottom underline of the segment tab with animation
extension UISegmentedControl{ func removeBorder(){ let background = UIImage.getSegRect(color: UIColor(red: 0/255, green: 0/255, blue: 0/255, alpha: 1.0).cgColor, andSize: self.bounds.size) // segment background color and size self.setBackgroundImage(background, for: .normal, barMetrics: .default) self.setBackgroundImage(background, for: .selected, barMetrics: .default) self.setBackgroundImage(background, for: .highlighted, barMetrics: .default)
let deviderLine = UIImage.getSegRect(color: UIColor.black.cgColor, andSize: CGSize(width: 1.0, height: 5)) self.setDividerImage(deviderLine, forLeftSegmentState: .selected, rightSegmentState: .normal, barMetrics: .default) self.setTitleTextAttributes([NSAttributedString.Key.foregroundColor: UIColor.gray], for: .normal) self.setTitleTextAttributes([NSAttributedString.Key.foregroundColor: UIColor(red: 61/255, green: 192/255, blue: 200/255, alpha: 1.0)], for: .selected) }
|
Than create highlightSelectedSegment() function for highlight the selected tab at same extension of UISegmentControl,
func highlightSelectedSegment(){ removeBorder() let lineWidth: CGFloat = self.bounds.size.width / CGFloat(self.numberOfSegments) let lineHeight: CGFloat = 7.0 let lineXPosition = CGFloat(selectedSegmentIndex * Int(lineWidth)) let lineYPosition = self.bounds.size.height - 6.0 let underlineFrame = CGRect(x: lineXPosition, y: lineYPosition, width: lineWidth, height: lineHeight) let underLine = UIView(frame: underlineFrame) underLine.backgroundColor = UIColor(red: 61/255, green: 192/255, blue: 200/255, alpha: 1.0). // bottom line color underLine.tag = 1 self.addSubview(underLine) } |
And the last function for change the position of that bottom line of selected tab and the Spring Animation,
Again add this function in extension of UISegmentControl. Later we’ll use at the value change action of UISegmented Control.
func underlinePosition(){ guard let underLine = self.viewWithTag(1) else {return} let xPosition = (self.bounds.width / CGFloat(self.numberOfSegments)) * CGFloat(selectedSegmentIndex) UIView.animate(withDuration: 0.5, delay: 0.0, usingSpringWithDamping: 0.5, initialSpringVelocity: 0.8, options: .curveEaseInOut, animations: { underLine.frame.origin.x = xPosition }) } } // End of the UISegmentControl Extension |
Now come to the ViewController file and declare the UISegment Control using SegmentedControl Class and connect it with Storyboard:
@IBOutlet var segmentedControl: SegmentedControl! |
Add some custom design for segment tab in
func viewDidLoad(),
segmentedControl.frame = CGRect(x: self.segmentedControl.frame.minX, y: self.segmentedControl.frame.minY, width: segmentedControl.frame.width, height: 60) segmentedControl.highlightSelectedSegment()
|
than add the
segmentedControl.underlinePosition
function in value change action of UISegment control,
@IBAction func segmentedControlDidChange(_ sender: UISegmentedControl){ segmentedControl.underlinePosition() }
|
That’s it your custom tab is ready here with beautiful spring animation !
Here you can watch video tutorial: https://www.youtube.com/watch?v=WmK02eLrSvQ