1 tone (t) he rite ki te 2204.62262185 pauna (lbs).
Anei, Me pehea e huri ai koe n ki te LBS? Hei huri i te inenga houton ki te ine-pauna, whakareatia te kaha ki te ōwehenga hurihanga. Ko te topana i roto i te topa-pauna he rite ki nga newtons kua whakareatia ki te 0.224809.
He aha te kn ki te LBS? Kilonewtons (mass) ki Pauna
1 Kilonewtons (mass) = 224.81 Pauna | 10 Kilonewtons (mass) = 2248.09 Pauna |
---|---|
2 Kilonewtons (mass) = 449.62 Pauna | 20 Kilonewtons (mass) = 4496.18 Pauna |
3 Kilonewtons (mass) = 674.43 Pauna | 30 Kilonewtons (mass) = 6744.27 Pauna |
Hei taapiri Kia pehea te taumaha o te motuka? Te Tutohi mo te Taumaha Waenga o te Waka Ma te Karaehe
Akomanga Waka | Tapahia te Taumaha i roto i nga Pauna | Te Taumaha Curb i roto i te Kilogram |
---|---|---|
Moepara whakakao | 2,919 pauna | Karauna 1,324 |
Waka motokā | 3,361 pauna | Karauna 1,524 |
nui motokā | 3,882 pauna | Karauna 1,760 |
He taraka kiato SUV ranei | 3,590 pauna | Karauna 1,628 |
Me pehea te huri i te lbs ki te kn? Hei huri i te inenga pauna-pauna ki te ine kilonewton, whakareatia te topana ki te ōwehenga whakawhiti. Ko te kaha i roto i nga kilonewtons he rite ki te pauna-pauna kua whakarahihia e 0.004448.
He aha te kn ki te lbs?
Kilonewtons (mass) ki Pauna
1 Kilonewtons (mass) = 224.81 Pauna | 10 Kilonewtons (mass) = 2248.09 Pauna |
---|---|
2 Kilonewtons (mass) = 449.62 Pauna | 20 Kilonewtons (mass) = 4496.18 Pauna |
3 Kilonewtons (mass) = 674.43 Pauna | 30 Kilonewtons (mass) = 6744.27 Pauna |
Me pehea te tatau i nga newtons?
He aha te tikanga o te newton? newton, Tuhinga o mua i roto i te International System of Units (waeine SI), haapoto N. Kua tautuhia ko te kaha e tika ana ki te whakarato i te papatipu kotahi kirokaramu me te whakaterenga kotahi mita ia hekona ia hekona.
He aha te 25kn i roto i nga pauna?
25 kN [1] tikanga 25,000 Newtons ranei 5,620.225 pauna o te kaha 2,549 Kilograms Force (kgf) ranei. Ko te Newton te 0.2248 [2] pauna o te kaha i roto i te punaha noa.
E hia hoki nga pauna te 24 kilonewtons? Kilonewton ki Pauna-kaha Ripanga Tahuri
Kilonewtons | Kaha-Kaha |
---|---|
23 kN | 5,171 lbf |
24 kN | 5,395 lbf |
25 kN | 5,620 lbf |
26 kN | 5,845 lbf |
He aha te 12kg?
Na, ko te whakautu ki te patai "he aha te 12 kilonewtons i roto i nga newtons?" ko 12000 n.
Ka taea e te tangata te hapai waka? Kaore pea. Ko te nuinga o nga korero mo te kaha hihiko e whakaatu ana i te tangata e hapai ana i tetahi waahanga o te waka e hia inihi mai i te whenua, ehara i te motuka katoa. … “Kaore koe e hikina te waka katoa, o te akoranga,” e ai ta Girandola.
He pehea te taumaha o te motuka mohio?
Ko te taumaha o te motuka atamai tata ki te 1,550 pauna. Ka nui ake te kaha, te wahie ranei hei whakakaha i te motuka, ka nui ake te taumaha o te motuka. I te mea ko te "taimaha o te arai" e rite ana ki te taumaha o te waka kore kau, tetahi waka ranei e tu ana i runga i te pokohiwi, ka noho tonu te taumaha o te waka atamai ki te pauna.
Kia pehea te taumaha o te SUV?
Ko te nuinga o nga SUV e taumaha ana i waenga i te 2,000 ki te 6,000 pauna, me nga tauira tino rongonui, waenganui-rahi te taumaha tata ki te 5,000 pauna.
E hia nga newtons te kN? Kilonewton ki Newton Ripanga Tahuri
Kilonewton [kN] | Newton [N] |
---|---|
1 kN | 1000 N |
2 kN | 2000 N |
3 kN | 3000 N |
5 kN | 5000 N |
E hia te pauna-pauna? He kaha pauna he rite ki te hua o te 1 pauna, 1 lbm ranei (kotahi pauna avoirdupois) me te papa kirikiri, gn. I nga whika he penei te ahua, 1 lbm x 32.174049 ft/s2, he rite ranei ki te 32.174049 ft.
He rite te PSI ki te LB in2?
lbf/in2↔psi 1 lbf/in2 = 1 psi.
Me pehea e tatau ai koe i nga joules? Puka koretake: mahi (joule) = kaha (newton) x tawhiti (mita), i te mea ko te joule te waeine mahi, pera i te whakamaarama i te waahanga e whai ake nei. I roto i nga tikanga mahi, ahakoa he iti noa te kaha ka taea te mahi nui mena ka whakapaua ki tawhiti.
He aha te 50n i te kg?
Newton ki te Kilogram-kaha tepu Hurihanga
Newton [N] | Kilogram-kaha [kgf] |
---|---|
20 N | 2.039432426 kgf |
50 N | 5.0985810649 kgf |
100 N | 10.1971621298 kgf |
1000 N | 101.9716212978 kgf |
Me pehea taku tatau mahi? Ka taea te tatau mahi ki te whārite: Mahi = Topa × Tawhiti. Ko te waeine SI mo te mahi ko te joule (J), ko Newton • mita (N • m). Kotahi te joule e rite ana ki te nui o te mahi ka mahia ina nekehia e te 1 N o te kaha tetahi mea ki te tawhiti 1 m.
He aha te taumaha o te newton?
Ko te tātai mō te tātai taumaha ko F = m × 9.8 m/s2, inaa ko F te taumaha o te mea i roto i te Newtons (N) me te m ko te papatipu o te ahanoa i te kirokaramu. Ko te Newton te wae SI mo te taumaha, me Ko te 1 Newton he 0.225 pauna.
He waeine taumaha te Newton? Ko te newton te waeine SI o te topana, a, ko te topana ka whakatere i te kotahi kirokaramu mo te mita mo ia rua te tapawha. …Ko te newton hoki te waeine o te taumaha (te kaha e mahi ana i runga i te papatipu ma te toronga). I whakaingoatia te newton mo Isaac Newton (1642 – 1727), nana i whakawhanake nga ture o te nekehanga i roto i nga miihini puāwaitanga.
Ka inehia te taumaha ki Newtons?
Ko te taumaha he ine i te kaha o mahara i runga i tetahi mea tinana ka ine ki te houtons.