Asaduddin Muhammad1, Wonsik Jung2, Sangyong Jon2, and Sung-Hong Park1
1Bio and Brain Engineering, KAIST, Daejeon, Korea, Republic of, 2Biological Science, KAIST, Daejeon, Korea, Republic of
Synopsis
Common contrast enhanced MRI study
relies on low retention and inert contrast. With the emerging trend of using
paramagnetic metal for theragnostic study, few nanoparticles have been reported
to have T1 enhancement property. In this research, we try to model the kinetics
of such nanoparticles in mouse with A549 tumor. A novel three compartment model
were introduced to explain the behavior of Mn-BRNP nanoparticles within mouse
blood circulation system. This is the first study to explore reactive contrast
agent with high retention, and successfully derived kinetic parameters that
characterize the drug uptake behavior.
Introduction
New class of cancer-treating drug
study has been concentrated on using paramagnetic metal such as Mn and Fe as
substrate to the drug molecule. These metals possess T1/T2 enhancement
properties that can be observed in MRI scan. Despite its main purpose as therapeutic
agent, the magnetic properties can potentially be used to characterize the
hemodynamics of the subject. This research aims to provide a model that
explains drug transport within organs and tissues by observing the T1-weighted
MRI image dynamically. As such, treatment using these agents may potentially
provide information on tumor anatomy and nutrient uptake rate.Contrast Agent Material
A class of manganese-chelated
bilirubin nanoparticle (Mn-BRNP) were used as contrast agent and tumor
therapeutic agent in this study. The nanoparticles were in bilirubin shape when
dormant and deformed when in contact with reactive oxygen species (ROS),
dispersing manganese particles which further reduced T1 time. This effect was
confirmed by T1 mapping using IRSE sequence.MRI Signal Enhancement
Signal enhancement were observed in 3T MRI (MRS 3000, MR solutions) using
T1-weighted spin echo sequence for 5 mice. Preliminary study showed the contrast
agent retention to be longer than 24 hours. This allowed us flexibility in
temporal resolution of the T1-weighted image scan. In this case, we used
256x256 matrix size, with TE/TR of 11/550ms. The scan was performed dynamically
for 3 hours with 10‑minute temporal resolution, resulting in 18 time points
post-injection. Nanoparticle Mn-BRNP was introduced into the mouse blood stream
via ocular venous injection.
The signal enhancement is assumed to
be caused solely by the contrast agent arrival. This gives proportionality
relationship of concentration and observed signal as follow: $$ c(t) =
\frac{(s(t) - s_0)}{s_0}$$ where s0 is the pre-injection signal.
Concentration was calculated from artery space and tumor site. The difference
between concentration profile of artery and tumor site should be described by
the proposed model.Three Compartment Model
Conventional contrast agents
commonly used in DCE or DSC MRI are nonreactive and have low retention in the
body. Therefore, common DCE or DSC scan does not take more than one hour of
scan time and only consider the first pass of tracer bolus for kinetics
modeling. Further, the model used are mainly based on exchange between two
compartments which are vascular and extravascular space. However, the contrast
agent in this study would not have the same kinetics due to its reactivity and
high retention. Instead, we added another compartment that served to
differentiate the dormant and deformed contrast agents. Thus, we propose a three
compartment model where the third compartment acts as an arbitrary space where
nanoparticle deformation is analogous to compartment movement (Figure 1).
Arterial input function (AIF) was acquired
from abdominal artery while the tumor signal was acquired along multiple slices
and averaged for each time point. The model took AIF as input and the output was
compared to the observed tumor signal. The model had 5 parameters (k1, k21,
k22, k3, w) to be estimated in order to produce desired output.
Multi-parametric fitting were done with Monte Carlo approach in a wide range for
each parameter. Fitting error were evaluated through the following range (k1 =
.01 – 1, k21 = .01 – 1, k22 = .01 – 1, k3 = .0001 - .01, and w = .01 – 10). The
difference between model output and observed tumor signal were calculated using
squared error. The parameter set was determined by minimizing the squared error.Results
The measured relaxivity of the
nanoparticle were 3.1 mM-1/s when the nanoparticle was dormant, and
6.18 mM-1/s when deformed. The signal intensity changed in tumor
area right after injection with peak intensity observed 150 mins after
injection (Figure 2). Signal enhancement was observed in two stages indicating
initial tracer arrival and further enhancement due to contrast agent
deformation. Fitted results showed close correlation (correlation coefficient =
0.6). The fitting results across the 5 mice in the unit of min-1 were: k21 = 0.01 ± 0.002, k22 = 0.1 ± 0.04, k1 = 0.13 ± 0.007, k3 = 0.015 ± 0.005, and w
= 5 ± 0.6.Discussion
The
contrast agent is expected to circulate inside the mouse body for up to 24
hours before clearance. This means buildup of our nanoparticle will be a
compounded effect of the nanoparticle bolus after multiple pass into tumor
area. Further, since the nanoparticle is designed to be a therapeutic agent,
washout via capillary and vein will not be as dramatic as the conventional
contrast agent. Thus, we expect the modeling of this nanoparticle is not
directly correlated to conventional perfusion parameters such as blood flow or
blood volume. Rather, we expect to have our parameters are correlated to tumor
nutrient uptake or drug delivery efficiency. Modeling the dynamic signal
characteristics for injection of this kind of theragnostic contrast agent is
new and it has been unexplored yet. This study would be one of the first trials
to explore the signal dynamics of the theragnostic contrast agent in vivo using
MRI. Furthermore, the reactive theragnostic contrast agent was modelled for the
first time using three compartment model. Further study is necessary to prove and/or
revise the model in various organs and conditions.Acknowledgements
No acknowledgement found.References
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