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https://kissmanga.com/Manga/Naruto/Chapter-214?id=377344

In 214, Temari uses her wind skills to destroy the forest and kill Tayuya.

Pixel

Use the width of the oak tree

(Average, they are about 9 feet wide (2.7432m))

Find the length, height and width

Tree's width = 2.7432 m = 1.60 px

Panel = 964.38 px = 2.7432 * 964.38 / [1.60 * 2 * tan (70deg / 2)] = 1180.6710295 m

Wide view = 958.46 px = 2.7432 * (958.46/1.60) = 1643.27967 m

Shikamaru 22.06 px = 1.521 m

View of height 588.69 px = 1.521 * (588.69/22.06) = 40.5891881233 m

The trees in this area are very tall, we can measure the pixel size of the height view through the height of 40 meters, But that's not the true height of the trees, we can see that the view is only about half of the total height view

So I will multiply 2 to be used as the total height view.

Height = 40.5891881233 * 2 = 81.1783762466 m

Volume

Volume (length, height and width) = 1180.6710295 * 81.1783762466 * 1643.27967

= 157500069.402 m^3

Wind density = 9.58 kg/m^3

157500069.402 * 9.58 = 1508850664.87 kg

Time frame

Low-end 1 s

Mid-end 2.5 s

High-end 5 s

Calculations

KE

1 s (1180.6710295 m/s) = 1/2 × 1508850664.87 × 1180.6710295^2 = 1.0516569e+15 J (251.3520 kt) Large Town level

2.5 s (472.268412 m/s) = 1/2 × 1508850664.87 × 472.268412^2 = 1.682651e+14 J (40.21632 Kt) Town level

5 s (236.134206 m/s) = 1/2 × 1508850664.87 × 236.134206^2 = 4.2066276e+13 J (10.05408kt) Town level

10 s (118.067103 m/s) = 1/2 × 1508850664.87 × 118.067103^2 = 1.0516569e+13 J (2.5135203154876002 Kt) Small Town level

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