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- 8 ft - A great option if it will mainly be used by children.
- 10 ft - Most popular
- 12 ft - For all those thrill-seekers out there

5 ft is the most common height for little children.

5β became a standard height because it is a great compromise. It is short enough not to feel scary and too tall for little children, yet tall enough to keep the swing set interesting for years. This height looks good and seems versatile for children of all ages. What is the standard height of a swing set? | King Swings

Belt seats are flexible tend to hold children more securely.

Teenagers may want to stand on the swing and pump to go higher.

See Swinging Technique below

Flat swing seats are not recommended for use on school or church playgrounds because they can increase the likelihood of injury from the impact of unoccupied swings.

ADA approved swing seats are available for around $500.
See: Swing Seats | Landscape Structures

**Seat Height:**

Preschool-age 12 inches School-age 16 inches Tot swings (bucket enclosed seats) 24 inchesSee more safety information based on U.S. Consumer Product Safety Commission (CPSC), Handbook for Public Playground Safety, Pub. No. 325 at

Playground Information to Use with the Environment Rating Scales - Based on information from the U.S. Consumer Product Safety Commission (CPSC), Revised 2011

Playground Information to Use with the Environment Rating Scales | UNC 2006

A-frame

A 4x4 that is 12β long will support about 4,000 lbs. each (depending on the species and grade). A 16β 4x4 will support about half that and a 20β 4x4 will support almost 1,000 each.

Onme person commented "If you go more than 12 feet above the ground I'd look for a more robust design."

**a-frame angle - Tipping Force:**

As you swing higher you slow down so the centripetal force is decreasing.

You can get up to almost 90° before slack. | YouTube

Angles on swing sets

Using a simple pendulum approximation, at the point of , the maximum tipping force occurs when the swing is at π=45Β°
angle. In general the forces on the bar are:

π΄π₯=βcosπ(ππsinπ+ππΏ)βππΏπΛ2sinπ

where πΏ is the chain length,

π is the torque applied by your back on the pelvis (pull up torque)

and π
is the mass of the swinger.

If β
is the height of the bar from the ground, and π
the base distance across the A-frame then the forces on supports are

π΄π¦=πcosπ(πcosπ+πΏπΛ2)βππΏsinπ

As ther rider stands or crouches the effective length of the pendulum varies.

The seated rider changes the orientation of her body with respect to the rope, causing an increase in system energy.

Pumping your legs on a swing increases your potential energy. This is done by raising your legs at the peak of each swing, which increases the height of your body's center of mass. This makes you swing higher.

Seated pumping is the better strategy at low amplitudes, but above certain amplitude standing is more effective.
Strategy for Pumping a swing while standing | Smithsonian

How to pump a swing. | College Mathematics Journal

When stands up the centre of mass gets higher which is also the point of oscillation. As a result the effective length will decrease. Now since the time period varies with the square root of the effective length, time period will decrease.