3D workspace ↓
C01 / Field method · continuous base

Field Rise Calculator · C01 · Cutting & 3D

Solve a cable tray rise from measured height or sloped length. Follow the marking, side-wall cuts and continuous-base forming process with numeric 3D dimensions.

Beta · two solving modes

Plan your rise

Edit dimensions ↑
H = 150 mm · θ = 30°

Drag to rotate · pinch or scroll to zoom

Form: close A and open B to level the tail. Toggle the purple connection cover to inspect the opening.

Cutting layout · continuous-base method

Side-wall layout, repeated on both sides. A is the closing bend; B is the opening bend. Stations are measured along the straight base from its starting end.

A · Remove VB · Slit sides2d = 26.79 mmA = 340.19 mm · B = 640.19 mm · A→B = 300.00 mm

Notch height and small openings are enlarged for readability. Use the labelled dimensions; do not measure from the screen.

● Keep base connected

━ Cut side walls┄ Base fold axis■ Removed material■ Connection cover

At A, remove the V from both walls and fold upward until its edges meet. At B, slit both walls to the base, then counter-fold to make the tail horizontal. The walls open at B: provide a compatible connection detail; purple shows the gap-cover region, not a specified fastener or plate design.

Ideal thin-sheet geometry: excludes kerf, bend radius, rolled lips, material allowance and connection specifications. This method keeps the base joined at both axes; do not cut across it.

Choose what you measured

Use rise height + angle to find the sloped section, or sloped length + angle to find the rise. Switching modes preserves the applied geometry. Update geometry after editing; the model, layout and results then change together.

Measure along the base reference

H is the vertical difference between the two base planes. S is the sloped base-edge length between fold axes A and B. R is the horizontal projection from the starting end to B: lead-in + horizontal reach. R excludes the trailing straight section. Width and side height describe the tray cross-section.

Worked example · both solving modes

Enter H = 150 mm, angle = 30°, side height = 50 mm, tray width = 200 mm and R = 600 mm. The result is S = 300 mm, horizontal reach = 259.81 mm and lead-in = 340.19 mm. In the second mode, S = 300 mm with the same angle gives H = 150 mm and the same model.

Read the marking layout

On the original straight base, station A = lead-in and station B = lead-in + S. In the example, A = 340.19 mm and B = 640.19 mm. Station B is a developed stock position; it is not the 600 mm horizontal projection. The displayed tail is a model extension of max(150 mm, 2 × side height).

Inspect each fabrication stage

Original shows the straight stock. Mark locates A and B. Cut removes a closing V from both side walls at A and slits both walls at B while retaining the base at both axes. Form closes A and opens B so the tail is parallel to the lead-in. Select the joint views to read each cut and gap; the cover toggle reveals the opening at B.

Equations and space checks

Rise mode: S = H / sin(θ), reach = H / tan(θ). Sloped-length mode: H = S × sin(θ), reach = S × cos(θ). Lead-in = R − reach. V half-width d = side height × tan(θ / 2); full width = 2d. Angles must be 10–60°. Lead-in and slope must each allow at least d + 10 mm; insufficient space is rejected.

Method scope

This is TrayNeo’s continuous-base geometric method for C01. The inverse sloped-length mode is our defined solving option. Reference material confirms the rise/angle input and triangle results; its alternate mode and exact fabrication details remain unverified. Kerf, bend radius, material allowance and connection hardware are outside this model.

Related calculators

General vertical offset ↗
All tools and individual methods ↗