TP-Link Simple Setup
Enable One-Touch Configuration & Reconnect for Your Device
What is TP-Link Simple Setup (TSS)?
TP-Link Simple Setup (TSS), represents the cutting-edge of smart device integration technology. Utilizing TP-Link's proprietary internal algorithms, TSS seamlessly identifies and integrates compatible devices into your home network with unprecedented ease and accuracy. Deco, Tapo, Archer, and Aginet will support TSS*, which will make it easier for users who already own TP-Link devices to set up their second device with enhanced convenience.
How TSS Simplifies Your Devices Setup?
TSS makes setup effortless with One-Touch Configuration, Seamless Gateway Switching, and Auto-Synced Network Changes–so your network just works, smoothly and reliably.
One-Touch Configuration
With TSS, powered-on TP-Link devices are automatically detected and join the network with one tap.
Auto-Synced Network Changes
When your Wi-Fi network details change, all TSS-connected devices automatically update and reconnect without needing reconfiguration.
Seamless Gateway Switching
Smoothly migrate devices to a new gateway without reconfiguration, ensuring uninterrupted smart home functionality.
Building a Unified TP-Link Ecosystem
When setting up a new device, simply tap once to add it to your network–it can be automatically discovered either through any TP-Link ecosystem app (Deco, Tapo/Kasa, Archer, and Aginet), and even by other devices across categories (e.g., a plug discovering a camera). Syncs key information like Wi-Fi and internet settings across devices, enabling faster network setup and device switching for a smarter connected experience.
How to Get Started?
If you already have any TP-Link device
Power on any new TP-Link device
The app instantly detects, alerts, and
auto-configures devices*
*With just one device that supports TSS, you can quickly discover and configure any new TP-Link device that supports TSS.
TP-Link's TSS-Supported Products
Cloud Cameras
* Support for TSS is subject to actual device software updates and is supported through continuous iterations.
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