Użytkowanie maszyn leśnych
F=Y*$\frac{e}{r_{d}}$=Y*f=G*f
Pp=Y*φ
Pn≤Pp=Y* φ=G* φ
δ=$\frac{V_{t} - V}{V_{t}}$*100%
V=Vt*(1-$\frac{\delta}{100}$)
Pn=$\frac{M_{n}}{r_{t}}$=$\frac{M_{s}*i*\eta_{m}}{r_{t}}$=$\frac{N_{s}*i*\eta_{m}}{r_{t}*\omega_{t}}$
vt=ωt*rt=$\frac{\omega_{s}*r_{t}}{i}$
Nm=(1-ηm )*Ns [W]
Nf=(Fp+Ft)*vr [W]
Nw=Gcx*vr [W]
Nb=Pb*vr=mc*$\frac{\text{dv}_{r}}{d_{t}}$*vr [W]
Nu=Px*vr [W]
Nδ=Pn*vn=Pn*$\frac{\delta}{100}$*vt [W]
Nh=Qh-ph [W]
Nwom=Mo*ωo=$\frac{\pi}{30}*M_{o}*\eta_{O}$ [W]
Ns= Nm+ Nf+ Nw+ Nb+ Nu+Nδ + Nh+ Nwom [W]
ηN=$\frac{N_{s}}{N_{\text{smax}}}$*100 [%]
Gpal=$\frac{N_{s}*g_{p}}{1000}$ [$\frac{\text{kg}}{h}$]
Gpal=$\frac{N_{s}*g_{p}}{860}$ [$\frac{\text{dm}^{3}}{h}$]
W1=$\frac{Q_{c}}{T_{1}}$ [$\frac{ha}{h}$, $\frac{m^{3}}{h}\ldots$]
W02=$\frac{Q_{c}}{T_{02}}$ W04=$\frac{Q_{c}}{T_{04}}$ … W07=$\frac{Q_{c}}{T_{07}}$
Wt=0,1*a*v [$\frac{ha}{h}$]
Tc=Σt1=tład+tzryw+twył+tjał
N=$\frac{T_{1}}{T_{c}}$
W1=n*q=$\frac{T_{1}}{T_{c}}$*q [$\frac{m^{3}}{zmiane}$]
Tc= Σti=t1+t2+t3+t4+t5
Kh=$\frac{k_{c}}{N_{h}}$ [$\frac{zl}{\text{ha}}$, $\frac{zl}{m^{3}}$]
Kj=$\frac{k_{h}}{W_{07}}$ [$\frac{zl}{ha}$, $\frac{zl}{m^{3}}$]
W07=0,1*b*vr*k07 [$\frac{\text{kg}}{h}$]
Kj=$\frac{k_{h}}{0,1*b*v_{r}*k_{07}}$ [$\frac{zl}{ha}$, $\frac{zl}{m^{3}}$]
W07=0,1*b*vr*q*k07 [$\frac{\text{kg}}{h}$]
Kj=$\frac{k_{h}}{0,1*b*v_{r}*{q*k}_{07}}$ [$\frac{zl}{ha}$, $\frac{zl}{m^{3}}$]
W07=$\frac{3600*q*k_{07}}{t_{c}}$ [$\frac{m^{3}}{h}$]
Kj=$\frac{k_{h}*t_{c}}{3600*q*k_{07}}$ [$\frac{zl}{ha}$, $\frac{zl}{m^{3}}$]
W07=$\frac{3600*q_{1}*\phi_{1}*k_{07}*v}{\left( t_{1} + t_{4} \right)*v + 7200*L}$ [$\frac{m^{3}}{h}$]
Kj=$\frac{k_{h}*\left( t_{2} + t_{4} \right)*v + 7200*L}{3600*q_{1}*\phi_{1}*k_{07}*v}$ [$\frac{zl}{t}$, $\frac{zl}{m^{3}}$]
KE=KS+KZ [$\frac{zl}{h}$]
KS=Kam+Kub+Kpg+Kkr [$\frac{zl}{h}$]
Kam=$\frac{c_{m} - c_{o}}{T_{\text{lat}}*h}$
Kub=$\frac{c_{s}*i_{\text{ub}}}{h}$ cs=$\frac{c_{m} + c_{o}}{2}$
Kpg=$\frac{c_{m}*k_{\text{pg}}}{h}$
Kkr=$\frac{c_{s}*i_{\text{kr}}}{h}$
Kz=Kps+Kpł+Kez+Knp
Kps=(1+ ksm)*zp*cp
Kpł=$\sum_{i = 1}^{\text{np}}{c_{\text{ri}}*(1 + B_{\text{pi}}}$)
Kez=$\sum_{i = 1}^{\text{nz}}\frac{c_{\text{zi}}}{n_{\text{ei}}}$
Knp=$\frac{c_{m}*k_{\text{np}}}{T_{\text{lat}}*h}$
KEI=KE+KD
KD=Kjd*W07
Kjd=$\frac{K_{\text{dz}}}{Q}$