第1个回答 2009-03-15
F=dP/dt;
45 ° ≤θ <90 °s;
0.5 π rads<the α≤π rad;
Δ Ek=1/2* ms*the V12-1/2*m*V02;
The machine of Δ E=the E machine t-E machine doesn't protect inside 0= ∑ Ws+the outside of ∑ W
→ →
W=∫ F(order to multiply by) dS
→→ →
M= r(the fork multiply by) F
第2个回答 2009-03-15
ΔE_machine = E_machine(t) - E_machine(0) = ∑W_in + ∑W_out
W=∫F(dot product)dS
M= r(cross product)F
主要这几句吧。其实后两句可写成
W=∫F.dS
M= rxF
第3个回答 2009-03-15
你是问怎样用英语念出下列公式:
1 F = dP/dt 说成:F equals the differential coeffecient of P with respect to "t".即 F等于微分dp/dt ,或 p对t的导数;
2 45 <=。....:forty five degree is less than and equals theta and is less than ninety dgree ;
3 zero point five times pi multiplied by radius is less than alpha and is less than pi by radius .
余类推
第4个回答 2009-03-15
等号都是equal 价格
1. F=dP/dt;
F equals the derivative of p (momentum) with respect to t (time).
Derivatives mean the instantaneous rate(瞬时速度) of change,
The d in that expression is a differential operator
2. 45°≤θ<90°;
Θ is less than 90degree and is greater than or equal to45degree
3. 0.5 π rad<α≤ π rad;
alpha is less than or equal to pi rad(拉德〔吸收辐射剂量单位) and is greater than zero point five pi rad
4. ΔEk=1/2*m*V1^2-1/2*m*V0^2;
ΔEk equals one half (multiplied by) mass (multiplied by) final speed squared (subtract) one half (multiplied by) mass (multiplied by) initial speed squared two
5. ΔE机=E机t-E机0=∑W内非保+∑W外
→ →
variation machinery energy equals final machinery energy subtract initial machinery energy equals sum inside work plus sum outside work
6. W=∫F(点乘)dS
W=∫F(点乘)dS : W (work) = (integral sign) F (dot product) ds
s is the displacement (vector version of distance), so ds is the differential (really small) displacement.
→ → →
箭头是vector
7. M= r(叉乘)F
Mass equals r (cross product) F
第5个回答 2009-03-15
F=dP/dt;
45°≤θ<90°;
0.5πrad<α≤πrad;
ΔEk=1/2*m*V1^2-1/2*m*V0^2;
ΔE机=E机t-E机0=∑W内非保+∑W外
→ →
W=∫F(点乘)dS
→ → →
M= r(叉乘)F