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The FASTEST Way to Connect 2 Edges in Blender

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About The FASTEST Way to Connect 2 Edges in Blender

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i made this color palette generator as a free alternative to coolors, check it out: https://ccolorpalette.com/ my website for detailed blender tutorials: https://blenderforge.com/ . Learn the FASTEST way to connect 2 edges in Blender by creating a precise, curved arch using the Spin tool! This super quick and easy Blender modeling tip shows you an efficient method to link parts of your mesh, perfect for speeding up your 3D modeling workflow. Whether you're a Blender beginner or looking for a modeling hack, this technique will save you time and give you great results. Here's the technique shown in this video: Set Your Pivot: Select the two edges you intend to connect. Use Shift + S and choose "Cursor to Selected". This places the 3D Cursor perfectly at the midpoint, which will serve as the center for your spin operation. Prepare for Spin: Reselect the single edge you want to extrude and spin from. Execute Spin: Press Alt + E to open the Extrude menu and select "Spin". Fine-Tune Your Arch: In the operator panel (usually appears at the bottom-left): Adjust the "Angle" (e.g., 180 degrees for a semicircle). Set the "Steps" to control the smoothness/segmentation of your arch. Crucially, adjust the "Axis X, Y, Z" values to orient the spin correctly, ensuring it lines up perfectly with your target edge. This video demonstrates how to align it even if the target isn't directly across one axis. This method is fantastic for creating arches, curved pipes, handles, or any feature where you need a controlled, radial extrusion between two points. It offers more precision for curved connections than attempting to manually model them or using other tools not designed for this specific type of radial generation. Master this Blender modeling trick to enhance your models and workflow! #BlenderTips #BlenderTutorial #SpinTool #3DModeling #BlenderBeginner #BlenderWorkflow #ArchModeling read a detailed explanation here: read a detailed explanation here:

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