PBPK with FcRn and Apoptosis Dynamics
Physiologically-Based
Pharmacokinetic (PBPK) Model
FcRn and Apoptosis Dynamics
·
Physiologically-Based
Pharmacokinetic (PBPK) Model
§
Expansion of Baxter model
(pharmacodynamics)
§
Two-pore transcapillary flux model
·
Two-pore model under non-isogravimetric
conditions
·
Solute transport across a
permeable barrier in the presence of volume flow (I)
·
Solute transport across a
permeable barrier in the presence of volume flow (II)
·
Summary
of the two-pore model (*.doc)
§
Expansion of Baxter model
(pharmacodynamics)
§
Two-pore transcapillary flux model
·
Two-pore model under
non-isogravimetric conditions
·
Solute transport across a
permeable barrier in the presence of volume flow (I)
·
Solute transport across a
permeable barrier in the presence of volume flow (II)
·
Summary
of the two-pore model (*.doc)
·
Mathematical Model of FcRn sub-model
·
FcRn expression in various organs
o
Kidney
§
Expansion of Baxter model
(pharmacodynamics)
§
Two-pore transcapillary flux model
·
Two-pore model under
non-isogravimetric conditions
·
Solute transport across a
permeable barrier in the presence of volume flow (I)
·
Solute transport across a permeable
barrier in the presence of volume flow (II)
·
Summary
of the two-pore model (*.doc)
o
Liver
§
Expansion of Baxter model
(pharmacodynamics)
§
Two-pore transcapillary flux model
·
Two-pore model under
non-isogravimetric conditions
·
Solute transport across a permeable
barrier in the presence of volume flow (I)
·
Solute transport across a
permeable barrier in the presence of volume flow (II)
·
Summary
of the two-pore model (*.doc)
o
Lung
§
Expansion of Baxter model
(pharmacodynamics)
§
Two-pore transcapillary flux model
·
Two-pore model under
non-isogravimetric conditions
·
Solute transport across a
permeable barrier in the presence of volume flow (I)
·
Solute transport across a
permeable barrier in the presence of volume flow (II)
·
Summary
of the two-pore model (*.doc)
§
Expansion of Baxter model
(pharmacodynamics)
§
Two-pore transcapillary flux model
·
Two-pore model under
non-isogravimetric conditions
·
Solute transport across a
permeable barrier in the presence of volume flow (I)
·
Solute transport across a
permeable barrier in the presence of volume flow (II)
·
Summary
of the two-pore model (*.doc)
o
Augmentations
§
Variable Tumor Mass Submodel
o
Parameters & Parameter Estimation
§
Parameters used in PBPK
model
·
Parameter units and definitions
§
SAAM II Simulation and
Parameter Estimation Conditions
§
Results of SAAM II parameter
estimation
o
Statistics
o
Simulations
§
Blood, Tumor, Lungs, Kidneys,
Liver, Spleen, GI Tract, Bone, Carcass
o
Predict F(ab’)2 Biodistribution
§
Using modified intact mAb PBPK
model
§
Set kon for interaction
between antibody Fc portion and FcRn to zero
§
Fit tumor growth model to data
from F(ab’)2 biodistribution experiment
§
Change antibody specific
parameters as listed in Baxter et al.
o
SAAM II
§
F(ab’)2
·
FcRn and Apoptosis
Dynamics (image
key)
o
FcgR
§
FcgR
expressing cells amplify CD20-mediated apoptosis in Ramos B cells
§
In vitro and in vivo properties
of the D255A mutant antibody
o
Ca2+
§
Intracellular calcium
mobilization initiated by anti-CD20 mAb + GAM
§
Ca2+ chelators
inhibit apoptosis induced by hypercrosslinking CD20
§
Calcium chelators inhibit
CD20-mediated apoptosis in Ramos B cells
§
PP2 inhibits CD20 mediated
calcium influx (Ca2+ influx is downstream of Lck/Fyn/Hck
phosphorylation)
o
Rituxan
§
Rituxan is a Chimeric
Anti-CD20 Monoclonal Antibody
§
Apoptotic effects of CD20
mAbs
o
Fyn, Lck, Lyn
§
Fyn, Lck, and Lyn are
constitutively associated with CD20
§
Inhibition of Lck and
Fyn inhibits apoptosis (p < 0.05)
§
PP2 (Src family kinase
inhibitor) inhibits CD20-mediated apoptosis in Ramos B cells
§
PP2 inhibits
CD20-mediated caspase-3 activation
o
PLCg2
§
Tyrosine phosphorylation of
PLC-g1 and PLC-g2 is induced by CD20 stimulation
§
CD20 mediated PLCg2
phosphorylation
o
B-cell receptor
§
Correlation between anti-CD20
and BCR-mediated apoptosis
§
Similar changes of c-myc and
Berg-36 RNA expression level after CD20 and BCR cross-linking
§
CD20 and the BCR transiently
colocalize on intact Ramos cells
§
BCR/CD20 dissociation requires
BCR stimulation
o
Bcl-2
o
Bax
o
p38 MAPK
§
Rituximab-induced apoptosis
and p38 MAP-kinase activity
§
p38 inhibitor decreases
% apoptosis; MEK inhibitor has no effect on CD20 mediated apoptosis
o
AP-1
o
Caspase-9, -3, PARP
§
Change in caspase
and apoptosis proteins in vivo after treatment with rituximab
§
CD20XL induces
cytochrome-c release, caspase-9 and –3 activation, and PARP cleavage
§
Effects of CD20
triggering on PARP, SP1, and Caspase-3
o
SP1
o
Mathematical Model [Ca2+]cyt
Oscillations
§
VisSim: Ferl-DeYoung-Marhl
calcium model
o
Evidence for a second, caspase independent pathway
§
Caspase inhibition does not
completely block CD20 mediated apoptosis
§
Overexpression of Bcl-2 does not
inhibit CD20 mediated apoptosis
o
Protein Domain Interactions
·
Evidence for the involvement of kinases
other than Fyn and Lck
·
Previously unidentified CD20 associated p75/80
1.
CD20 association with
75/80- and 50-60-kDa proteins tyrosine phosphorylated in vivo
2.
Association of CD20 with p75/80,
p56lck, and p59fyn in CD20-transfected Molt-4 T cells
3.
Deletions involving the cytoplasmic
regions of CD20 do not eliminate associations with p75/80 or PTK
§
Schematic of regulation of
cytochrome-c flux through mitochondrial membrane
§
Schematic of caspase-9
activation
§
Schematic of caspase-3
activation
o
Flux / Activation / Formation (arrows)
§
Equations for IP3 generation
1.
Parameters
1.
Ad hoc parameter
sensitivity analysis: n
2.
Ad hoc parameter sensitivity
analysis: “kIP3”
2.
VisSIM: Calcium 2002
·
Michaelis - Menten kinetics
1.
Derivation of Michaelis-Menten
Equation (I)
2.
Derivation of Michaelis-Menten
Equation (II)
3.
Derivation of Michaelis-Menten
Equation: Example 1
4.
Derivation of Michaelis-Menten
Equation: Example 2
§
Equations for Ca2+
flux through cell membrane
§
Equations for FcgR induced Ca2+
flux through cell membrane
§
Ca2+
flux equations for mitochondria
1.
Parameters
2.
VisSIM: Marhl
complex calcium oscillations
1.
Parameters
2.
VisSIM: Marhl
complex calcium oscillations
·
Complete De Young - Keizer Model
1.
Parameters