Tie Rod Glass Canopy
A glass canopy that hangs from the wall on stainless tie rods, with a lower wall holder carrying the glass near the wall. Glass width, projection and thickness, Number of tie rod axes, Roof pitch and the height of the rod holders, Hole distances from the glass edges
Details
Category: Canopies › Door and Walkway Canopies
By Huu Khanh Nguyen · Updated November 5, 2026
Parameters
| Name | Default | Unit |
|---|---|---|
| Width | 1750 | mm |
| Glass Length | 1250 | mm |
| Axes | 2 | |
| Glass Thickness | 13.52 | mm |
| Roof Pitch | 5 | ° |
| Back Hole Distance | 72 | mm |
| Front Hole Distance | 72 | mm |
| Side Hole Distance | 75 | mm |
| Rod Holder Rise | 400 | mm |
| Front Eye Distance | 74 + 91 * Math.sin(slope * Math.PI / 180) + (outspan - backEdge - frontEdge) * Math.cos(slope * Math.PI / 180) + (glassThickness + 37) * Math.sin(slope * Math.PI / 180) | mm |
| Front Eye Height | 91 * Math.cos(slope * Math.PI / 180) - (outspan - backEdge - frontEdge) * Math.sin(slope * Math.PI / 180) + (glassThickness + 37) * Math.cos(slope * Math.PI / 180) | mm |
| Projection | 74 + 91 * Math.sin(slope * Math.PI / 180) - backEdge * Math.cos(slope * Math.PI / 180) + outspan * Math.cos(slope * Math.PI / 180) + glassThickness * Math.sin(slope * Math.PI / 180) | mm |
| Height | Math.max((frontEyeZ + holderRise) + 75, 91 * Math.cos(slope * Math.PI / 180) + backEdge * Math.sin(slope * Math.PI / 180) + glassThickness * Math.cos(slope * Math.PI / 180), 91 * Math.cos(slope * Math.PI / 180) + (glassThickness + 14) * Math.cos(slope * Math.PI / 180) + 35 * Math.sin(slope * Math.PI / 180), frontEyeZ + 10) - Math.min(-75, 91 * Math.cos(slope * Math.PI / 180) + backEdge * Math.sin(slope * Math.PI / 180) - outspan * Math.sin(slope * Math.PI / 180), 91 * Math.cos(slope * Math.PI / 180) - (outspan - backEdge - frontEdge) * Math.sin(slope * Math.PI / 180) - 14 * Math.cos(slope * Math.PI / 180) - 35 * Math.sin(slope * Math.PI / 180)) | mm |