The Mass or Weight of a Slanted Cylinder calculator compute the mass or weight based on the radius of the cylinder, the side length, the slant angle and the mean density.
INSTRUCTIONS: Choose units and enter the following:
(r) Radius of Cylinder.
(l) Length of Side of Cylinder.
(θ) Slant Angle
(mD) Mean Density of the substance of the cylinder.
Mass/Weight of Cylinder (m): The calculator returns the mass of the slanted cylinder in kilograms. However, this can be automatically converted to other mass/weight units via the pull-down menu.
The formula for the mass of a slanted cylinder is:
`m = π⋅r^2⋅l⋅sin(θ)⋅mD`
where:
m = mass or weight of the slanted cylinder
r = radius of base
l = slanted side length
mD = mean density of material
This formula computes the volume of the geometric shape based on the input parameters. With the computed volume, this formula then executes the simple equation below to compute the approximate mass of the object.
Mean density is scientifically volume divided by mass. There are various unit for density adopted by cultures and industries. Common units for density included the following:
Weight is technically the downward force that a mass exerts based on the force of gravity and the mass of the object. On the surface of the Earth, mass and weight are often interchanged. In some places, objects are sold by the gram (mass), and in other locations, the same objects are sold by the ounce (weight).
The Weight Calculators use the dimensions of an object and its shape to compute the objects volume. They then apply a density associated with a material to estimate the objects weight.
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Slanted Cylinder Volume: Computes the volume of a slanted cylinder based on the radius of the base, side length and slant angle.
Slanted Cylinder Weight: Computes the weight or mass of a slanted cylinder based on the radius, side length, slant angle and density.
Cylinder MoI about Central Axis: Computes the moment of inertia of a cylinder about its central axis based on the mass and radius.
Cylinder MoI about the End: Computes the moment of inertia of a solid circular cylinder of uniform density about an axis along the diameter of the cylinder at one end.
Cylinder MoI Perpendicular to Axis: Computes the moment of inertia of a solid circular cylinder of uniform density about an axis perpendicular to the axis of the cylinder and through the center of mass.
This equation, Slanted Cylinder Weight, references 0 pages
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This equation, Slanted Cylinder Weight, is used in 4 pages