Calculate tungsten weight from density, length, width, and thickness, or solve for a missing dimension or density in lb/in³, kg/m³, or g/cm³.
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Tungsten Weight Formulas
The tungsten weight calculator finds the theoretical weight of a part from its dimensions and material density. In every case, the calculation starts with the same idea: weight equals volume multiplied by density. If you know any four values, you can leave the fifth field blank and let the calculator solve for it.
Weight = Volume * d
For flat sheet, plate, or rectangular block stock, the volume is simply length times width times thickness.
Weight = L * W * T * d
Common Tungsten Shape Equations
For other shapes, first determine the cross-sectional area, then multiply by length and density.
Round bar
Weight = \pi * \frac{D^2}{4} * L * dSquare hollow tube
Weight = \left(W^2 - (W - 2T)^2\right) * L * d
Round hollow tube
Weight = \pi * (R^2 - r^2) * L * d
Angle
Weight = (2 * W * T - T^2) * L * d
T-bar
Weight = (W * T + (H - T) * T) * L * d
C-channel
Weight = (2 * W * T_1 + H * T_2) * L * d
Variable Definitions
- L = length
- W = width
- T = thickness or wall thickness
- H = overall height
- D = outside diameter
- R = outside radius
- r = inside radius
- d = material density
- T1 = channel flange thickness
- T2 = channel web thickness
Tungsten Density Reference
Pure tungsten is commonly taken as having a density of 19.25 g/cm3, which is equivalent to 19,250 kg/m3 or about 0.695 lb/in3. Because tungsten is extremely dense, even a small part can weigh much more than it appears. If you are working with a tungsten alloy rather than pure tungsten, use the actual density from the material specification for a more accurate result.
| Reference Volume | Approximate Tungsten Weight |
|---|---|
| 1 cm3 | 19.25 g |
| 100 cm3 | 1.925 kg |
| 1 in3 | 0.695 lb |
| 10 in3 | 6.95 lb |
| 1 m3 | 19,250 kg |
How to Use the Tungsten Weight Calculator
- Enter the tungsten density in your preferred unit set.
- Input the known dimensions of the part.
- Leave the unknown field blank if you want the calculator to solve for it.
- Select the output unit for the final weight value.
This is useful for estimating raw material requirements, shipping weight, machining loads, counterweight sizing, ballast, and shielding components.
Accuracy Tips
- Use actual measured dimensions when accuracy matters, especially for finished or machined parts.
- Keep units consistent if you calculate by hand. Do not mix inches with kg/m3 unless you convert first.
- For hollow sections, only the metal volume counts; subtract the empty interior.
- For round parts, confirm whether your measurement is a diameter or a radius.
- If the part includes holes, chamfers, grooves, or cutouts, subtract those volumes for a closer estimate.
- Alloys, sintered parts, and specialty grades may have densities that differ from pure tungsten.
Solving for a Missing Dimension
If you know the target weight and need to determine one rectangular dimension, rearrange the flat-stock formula. For example, thickness can be solved directly from weight, length, width, and density.
T = \frac{Weight}{L * W * d}The same approach works for the other dimensions.
L = \frac{Weight}{W * T * d}W = \frac{Weight}{L * T * d}Common Questions
- Why is tungsten so heavy for its size?
- Tungsten has an exceptionally high density, so a small amount of material contains a large amount of mass.
- Can I use metric or imperial units?
- Yes. The calculator supports both systems, but manual calculations only work correctly when all units are compatible.
- Will alloy tungsten weigh the same as pure tungsten?
- Not always. Heavy alloys and specialty grades can vary, so the best practice is to use the exact density for your material.
