Next: MaplesonModelP_lmfr.ps Up: MaplesonModelP Previous: MaplesonModelP_ode.tex Contents Index

MaplesonModelP_sm.tex

MTT command:

mtt MaplesonModelP sm tex

$\displaystyle A_{11} = {{\left ( - 1\right )} \over {\left (c_{b} r_{b}\right )}}\cr$

(1.3)

$\displaystyle A_{18} = {1 \over {\left (c_{ap} r_{b}\right )}}\cr$

(1.4)

$\displaystyle A_{22} = {{\left ( - 1\right )} \over {\left (c_{v} r_{v}\right )}}\cr$

(1.5)

$\displaystyle A_{28} = {1 \over {\left (c_{ap} r_{v}\right )}}\cr$

(1.6)

$\displaystyle A_{33} = {{\left ( - 1\right )} \over {\left (c_{l} r_{l}\right )}}\cr$

(1.7)

$\displaystyle A_{38} = {1 \over {\left (c_{ap} r_{l}\right )}}\cr$

(1.8)

$\displaystyle A_{44} = {{\left ( - 1\right )} \over {\left (c_{f} r_{f}\right )}}\cr$

(1.9)

$\displaystyle A_{48} = {1 \over {\left (c_{ap} r_{f}\right )}}\cr$

(1.10)

$\displaystyle A_{55} = {{\left ( - 1\right )} \over {\left (c_{s} r_{s}\right )}}\cr$

(1.11)

$\displaystyle A_{58} = {1 \over {\left (c_{ap} r_{s}\right )}}\cr$

(1.12)

$\displaystyle A_{66} = {{\left ( - {\left (r_{ap} r_{i} + r_{ap} r_{vp} + r_{i} r_{vp}\right )}\right )} \over {\left (c_{i} r_{ap} r_{i} r_{vp}\right )}}\cr$

(1.13)

$\displaystyle A_{69} = {1 \over {\left (c_{vp} r_{vp}\right )}}\cr$

(1.14)

$\displaystyle A_{76} = {1 \over {\left (c_{i} r_{ap}\right )}}\cr$

(1.15)

$\displaystyle A_{77} = {{\left ( - 1\right )} \over {\left (c_{ap} r_{ap}\right )}}\cr$

(1.16)

$\displaystyle A_{87} = {1 \over {\left (c_{ap} r_{ap}\right )}}\cr$

(1.17)

$\displaystyle A_{88} = {{\left ( - {\left (r_{b} r_{f} r_{l} r_{s} + r_{b} r_{f... ...ght )}\right )} \over {\left (c_{ap} r_{b} r_{f} r_{l} r_{s} r_{v}\right )}}\cr$

(1.18)

$\displaystyle A_{96} = {1 \over {\left (c_{i} r_{vp}\right )}}\cr$

(1.19)

$\displaystyle A_{99} = {{\left ( - 1\right )} \over {\left (c_{vp} r_{vp}\right )}}\cr$

(1.20)

$\displaystyle A_{910} = {1 \over {\left (c_{vp} r_{vp}\right )}}\cr$

(1.21)

$\displaystyle A_{101} = {1 \over {\left (c_{b} r_{b}\right )}}\cr$

(1.22)

$\displaystyle A_{102} = {1 \over {\left (c_{v} r_{v}\right )}}\cr$

(1.23)

$\displaystyle A_{103} = {1 \over {\left (c_{l} r_{l}\right )}}\cr$

(1.24)

$\displaystyle A_{104} = {1 \over {\left (c_{f} r_{f}\right )}}\cr$

(1.25)

$\displaystyle A_{105} = {1 \over {\left (c_{s} r_{s}\right )}}\cr$

(1.26)

$\displaystyle A_{1010} = {{\left ( - 1\right )} \over {\left (c_{vp} r_{vp}\right )}}\cr$

(1.27)

$\displaystyle B = \begin{pmatrix}{0} \cr {0} \cr {0} \cr {0} \cr {0} \cr {1 \over r_{i}} \cr {0} \cr {0} \cr {0} \cr {0} \end{pmatrix}$

(1.28)

$\displaystyle C_{11} = {1 \over c_{b}}\cr$

(1.29)

$\displaystyle C_{22} = {1 \over c_{v}}\cr$

(1.30)

$\displaystyle C_{33} = {1 \over c_{l}}\cr$

(1.31)

$\displaystyle C_{44} = {1 \over c_{f}}\cr$

(1.32)

$\displaystyle C_{55} = {1 \over c_{s}}\cr$

(1.33)

$\displaystyle C_{66} = {1 \over c_{i}}\cr$

(1.34)

$\displaystyle D = \begin{pmatrix}{0} \end{pmatrix}$

(1.35)

Next: MaplesonModelP_lmfr.ps Up: MaplesonModelP Previous: MaplesonModelP_ode.tex Contents Index

http://mtt.sourceforge.net