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Fix all possible HTTP to HTTPS docs links (#25153)
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@@ -5,7 +5,7 @@
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:::warning Tip
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The PX4 development team highly recommend that you use/migrate to this version of ROS!
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This is the newest version of [ROS](http://www.ros.org/) (Robot Operating System).
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This is the newest version of [ROS](https://www.ros.org/) (Robot Operating System).
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It significantly improves on ROS "1", and in particular allows a much deeper and lower-latency integration with PX4.
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:::
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@@ -124,7 +124,6 @@ To install ROS 2 and its dependencies:
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::: tab foxy
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To install ROS 2 "Foxy" on Ubuntu 20.04:
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- Follow the official installation guide: [Install ROS 2 Foxy](https://docs.ros.org/en/foxy/Installation/Ubuntu-Install-Debians.html).
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You can install _either_ the desktop (`ros-foxy-desktop`) _or_ bare-bones versions (`ros-foxy-ros-base`), _and_ the development tools (`ros-dev-tools`).
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@@ -187,7 +186,6 @@ To start the simulator (and client):
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:::: tabs
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::: tab humble
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- Start a PX4 [Gazebo](../sim_gazebo_gz/index.md) simulation using:
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```sh
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@@ -197,7 +195,6 @@ To start the simulator (and client):
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:::
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::: tab foxy
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- Start a PX4 [Gazebo Classic](../sim_gazebo_classic/index.md) simulation using:
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```sh
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@@ -433,7 +430,7 @@ The local/world and body frames used by ROS and PX4 are different.
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| World | FRD or NED (X **N**orth, Y **E**ast, Z **D**own) | FLU or ENU (X **E**ast, Y **N**orth, Z **U**p) |
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:::tip
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See [REP105: Coordinate Frames for Mobile Platforms](http://www.ros.org/reps/rep-0105.html) for more information about ROS frames.
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See [REP105: Coordinate Frames for Mobile Platforms](https://www.ros.org/reps/rep-0105.html) for more information about ROS frames.
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:::
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Both frames are shown in the image below (FRD on the left/FLU on the right).
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@@ -444,7 +441,6 @@ The FRD (NED) conventions are adopted on **all** PX4 topics unless explicitly sp
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Therefore, ROS 2 nodes that want to interface with PX4 must take care of the frames conventions.
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- To rotate a vector from ENU to NED two basic rotations must be performed:
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- first a pi/2 rotation around the `Z`-axis (up),
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- then a pi rotation around the `X`-axis (old East/new North).
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