**What is a Steel Tube Weight per Foot Calculator**?

A steel tube weight per foot calculator is a tool used to estimate the weight of a steel tube based on its dimensions, such as outer diameter and thickness.

It is commonly used in construction, engineering, and manufacturing to determine the weight of steel tubes for various applications.

This calculator is crucial for project planning, material procurement, and load-bearing considerations.

**Why Use a Steel Tube Weight per Foot Calculator**?

Using a steel tube weight per foot calculator is important for determining the weight of steel tubes used in construction or manufacturing.

This information is essential for load-bearing calculations, transportation planning, and ensuring that the chosen steel tubes meet project specifications.

The calculator provides a quick and convenient way to estimate the weight per foot based on user-input dimensions.

## Steel Tube Weight per Foot Calculator

A steel tube weight per foot calculator is a tool used to estimate the weight of a steel tube based on its dimensions, such as outer diameter and thickness. It is commonly used in construction, engineering, and manufacturing to determine the weight of steel tubes for various applications. This calculator is crucial for project planning, material procurement, and load-bearing considerations.

**How to Use a Steel Tube Weight per Foot Calculator:**

- Input the outer diameter of the steel tube in inches.
- Input the wall thickness of the steel tube in inches.
- Click the "Calculate" button to perform the weight per foot calculation.
- The calculator provides the estimated weight per foot of the steel tube in pounds.

**Example Calculation:**

Suppose you have a steel tube with an outer diameter of 6 inches and a wall thickness of 0.25 inches.

Using the calculator, you would find that the estimated weight per foot is approximately 0.01 pounds.

This calculation helps you assess the weight of the steel tube for structural and logistical considerations in your project.

Note that the density of steel is assumed to be 0.283 lb/in^3 in this example; you may need to adjust it based on the specific type of steel used.

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