Kinetic Energy Calculator

Kuchotsa KE = ½mv² kwa mphamvu, masa kapena kufulumira, ndi mzere ndi kuzungulira.

kg
m/s
J
Kinetic mphamvu (J)
Mphamvu (kg·m/s)
Kulemera kwake (kg)
Kuthamanga (m / s)

Zithunzizi zimasintha monga momwe mumalemba.

Zachidule

the calculator, the kinetic energy of an object is equal to the momentum of the object. The kinetic energy of an object is equal to the momentum of the object. The kinetic energy of an object is equal to the momentum of the object. The kinetic energy of an object is equal to the momentum of the object. The kinetic energy of an object is equal to the momentum of the object. The kinetic energy of an object is equal to the momentum of the object. The kinetic energy of an object is equal to the momentum of the object.The squared-speed relationship explains a lot of the real world: why stopping distances grow so sharply with speed and the momentum p = 2 × 3² = 9 joules and momentum p = 2 × 3 = 6 kg·m/s. Solving in reverse, 9 J in a 2 kg mass implies a speed of √(2 × 9 / 2) = 36 J.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains a lot of the real world.The squared-speed relationship explains

Mafunso ofunsidwa nthawi zambiri

Kodi ndi chiyani formula ya kinetic energy?

Kuwala kwa magetsi ndi KE = ½ × m × v², komwe m ndi masa m'makilogalamu ndi v ndi kufulumira m'mita pa mphindi. 2 kg chinthu pa 3 m / s ali ndi ½ × 2 × 9 = 9 joules.

N'chifukwa chiyani kuwala kwa dzuwa kumadalira kwambiri kuwala kwa mwezi?

Mphamvu ya kinetic imakula ndi kagawo ka velocity koma mozungulira ndi maselo, kotero kuwonjezeka kwa velocity kumawonjezera mphamvu ndi 4 pamene kuwonjezeka kwa maselo kumawonjezera mphamvu.

Kodi pali kusiyana kotani pakati pa mphamvu ya kinetic ndi momentum?

Mphamvu ya moto ndi p = m × v ndipo imakula molingana ndi liwiro, pamene mphamvu ya kinetic ndi ½ m v² ndipo imakula ndi liwiro lokhala ndi 2 kg ya maselo pa 3 m / s ili ndi 6 kg · m / s ya mphamvu ya moto koma 9 J ya mphamvu; pa 2 m / s mphamvu ya moto imadutsa 2 koma mphamvu imadutsa 4.

Kodi ndingapeze bwanji liwiro la galimoto kuchokera ku mphamvu ya kinetic yomwe ndikudziwa?

Kusintha kwa v = √ (2 · KE / m). Set "kupeza" kuti galimoto, kulowa mphamvu ndi maselo, ndi calculator amachita izo — kwachitsanzo 9 J mu 2 kg maselo amapereka √ (18 / 2) = 3 m / s.

N'chifukwa chiyani kuletsa maulendo akuwonjezeka mofulumira ndi kuthamanga?

Breki zimachotsa mphamvu ya kinetic pa mtengo wokhazikika, ndipo mphamvuyo imawonjezeka ndi kuzungulira kwa liwiro. Kudutsa kwa liwiro kumadutsa mphamvu yowononga, ndipo kuchoka kwa breki kumadutsanso.

Kodi ndiyenera kugwiritsa ntchito zida ziti?

Mutha kugwiritsa ntchito mayunitsi a SI - masa m'makilogalamu ndi kufulumira m'mita pa mphindi - kuti mudziwe mphamvu m'ma joule. Ngati muli ndi km / h, gawana ndi 3.6 kuti musinthe m / s.

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API — kugwiritsa ntchito izi calculator kuchokera code

Kulemba izi calculator monga ufulu JSON endpoint - palibe chida zofunika. Kutumiza nyanja mfundo pansipa monga mafunso zigawo kapena JSON. Onani zonse API docs →

Chithunzi

GET https://calculator.free/api/v1/kinetic-energy/

curl

curl "https://calculator.free/api/v1/kinetic-energy/?solve=energy&mass=2&velocity=3"

JavaScript fetch()

const r = await fetch(
  "https://calculator.free/api/v1/kinetic-energy/?" + new URLSearchParams({
    "solve": "energy",
    "mass": "2",
    "velocity": "3"
  }));
const data = await r.json();
console.log(data.results);

Zimenezi ndi zowerengera zokhudzana ndi malangizo amtundu uliwonse, si zokhudzana ndi ndalama, zamoyo kapena zokhudzana ndi ndalama.