Gadolinium: An MR Contrast Agent
MRI
is based on the response of proton spin in the presence of an external magnetic
field when triggered with a radio frequency (RF) pulse. Under the influence of
an external magnetic field, protons align in one direction. On application of
the RF pulse, aligned protons are perturbed and subsequently relax to their
original state. There are two independent relaxation processes: longitudinal
(T1) and transverse (T2) relaxation, which are typically used to generate the
MR images.1
In
order for an excited spin system to return to its equilibrium magnetization,
energy must be transferred from the spin system to the lattice (surrounding).
The return to equilibrium is described by the spin-lattice relaxation time
(T1). When T1 weighted sequences are used, the magnitude of the MR signal
increases with decreasing T1 relaxation times. Further, the contrast between
two tissues will of course also increase with increasing difference in T1
relaxation times between the two tissues. We know MRI creates images capable of
differentiating among different tissues based on their T1 and T2 properties.
However, the inherent difference in T1 relaxation time between biological
tissues, or between normal and pathologic tissue is not always large enough to
obtain a detectable contrast in the MR image. Sufficient contrast is of
particular importance in differentiating pathological tissue from normal
surrounding tissue. Exogenous MR contrast agents were therefore developed
shortly after the first commercial MR systems became available in the early
1980’s. Today, MR contrast agents are typically in a significant proportion of
MR examinations; with the highest usage in CNS applications (tumor diagnosis).
MR contrast agents are widely used in MR angiography (MRA), they are injected
into the bloodstream, and strongly T1 weighted images are acquired. Blood
vessels appear much brighter than any other tissue that highlights the vessels.3
All
biological systems are composed of various molecules and organisms which have
different proton concentrations and different T1 relaxation times. The presence
of paramagnetic ions (e.g., Gd+3 and Mn+2) near the
tissue enhances its relaxation and shortens the T1 relaxation time. Contrast
agents with T1 weighted enhancing ability produce bright positive signal
intensity in images and increase the conspicuousness of cells, facilitating
easy tracking of cells in low signal tissues. Among, those paramagnetic ions,
Gd+3 are the most effective T1 weighted contrast agent for clinical
use.1
Paramagnetic
contrast agents, which have unpaired electrons in the outer electron shell and
thus also a magnetic momentum, are used to improve imaging. Electrons affect
the protons since they have a 657 times stronger magnetic momentum than
protons. As a result, both the proton density in the tissue is changed directly
and the local magnetic field is changed indirectly by the interaction between
the electron spin of the contrast agent and the surrounding hydrogen nuclei.
Apart from the paramagnetic elements manganese and iron, the lanthanide
gadolinium, with its seven unpaired electrons in the outer electron shell,
interact with protons in nearby water molecules to dramatically shorten the T1
relaxation time and is one of the metals most commonly used in MRI contrast
agents. The appearance of tissue in which the contrast agent penetrates appears
brighter on T1 weighted imaging relative to non-contrast enhanced tissues.
Because of its intrinsic toxicity, however, gadolinium cannot be used in the
free ionic (Gd+3), but only in the form of its water soluble chelate
complexes. In particular, the derivatives of diethylenetriamine pentacetic acid
(DTPA) have proved useful as MRI contrast enhancing agents.4
MR
contrast agents act by selectively reducing T1 (and T2) relaxation times of
tissue water through spin-interaction between electron spins of the metal
containing contrast agent and water protons in tissue. However, here, we are
only discussing about Gadolinium based contrast agents. In the presence of the
contrast agent, the observed relaxation rate (R1=1/T1) can be split up in an
intrinsic tissue contribution and a contribution from the contrast agent,
according to
R1obs = R1tissue
+ R1ca,
Where R1tissue
is the intrinsic relaxation of the tissue without the contrast agent and R1ca
is a paramagnetic contribution of the contrast agent. The contribution of
the contrast agent can be written as
R1ca = r1. (CA),
In which r1 is the
relaxivity (in mM-1s-1) and (CA) the concentration of the
contrast agent. Using R1 =1/T1, this leads to the well-known equation,
,
which shows that the
shortening of the relaxation rate R1 is linear with contrast agent
concentration and that contrast in the MR images can be enhanced either by
using a contrast agent with a high relaxivity r1 and/or by increasing the local
contrast agent concentration. It should be noted that the relaxivity apart from
being a contrast agent specific parameter, also depends on the solvent and
distribution, which could vary considerably in vivo, e.g. when the contrast
agent is confined to the blood pool or compartmentalized in the cytoplasm of
cells. This means that the contrast agent may not affect all water protons in
the tissue equally. Linearity of R1 with concentration can therefore not be
guaranteed under all circumstances.2
The
paramagnetic contribution from the contrast agent is generally understood to
originate from relaxation in two pools of water coordinated either directly
with the Gd+3, called the inner sphere, or located in the second
coordination sphere and the bulk, referred to as the outer sphere. The detailed
interactions between the ion and the water can be understood in terms of the
Solomon-Bloembergen-Morgen (SBM) theory.2
At
higher concentrations, signal saturation occur meaning that a further reduction
in T1 does not result in a further increase in signal intensity since the
longitudinal magnetization is fully recovered. Further, when the concentration
becomes very high (depending on TE) the signal will start to fall with further
increase in concentration since the T2 effects of the contrast agent will start
to dominate the signal behavior.5
Note
that the contrast agent does not leak out from the intravascular space in
normal brain tissue due to the presence of a blood brain barrier (BBB) which
prevents even small molecular weight molecules like Gd chelates to enter the
interstitial. Since the intravascular volume in the brain is small (<5%),
little enhancement is thus seen in healthy brain tissue. In brain tumors
however, the BBB can often be disrupted due to various pathological processes,
resulting in a selective accumulation in the extravascular space in the tumor.
The fact that many pathological processes alter the permeability of the BBB,
resulting in selective accumulation of MR contrast agents is, in fact, the main
reason why these agents are so useful for CNS imaging since the
absence/presence of CA leakage as well as the pattern of contrast enhancement
can give important indications as to the type of pathology present. Therefore,
MR contrast agents not only increase the sensitivity (the ability to detect)
but also the specificity (the ability to differentiate) of the diagnostic procedure.5
In
most organs it passes from the vasculature into the interstitial space
relatively quickly. After the initial redistribution into the extracellular
fluid space with a half-life of about 11 min, Gd is gradually excreted via
kidneys with a biological half-life of approximately 90 min, so in most
patients it is not detectable in tissues after about 6 h although it may linger
in the urine and bladder for a day. At low concentrations such as those used in
normal clinical practice the major effect is the T1 shortening, and tissues
which take up the agent have enhanced signal intensity on T1WI. Most clinical
sites use a standard dose of 10 or 15 ml for adult patients, who approximates
to 0.1mmol Gd per kg body wt. Double and even triple dose injections are routinely
used for MRA and perfusion imaging and have been shown to improve the
conspicuity of lesions in multiple sclerosis and metastatic disease. At
concentrations higher than about 1mmol Gd Kg-1, ten times the
standard dose, the effect on T2 begins to dominate and a loss of signal occurs.6
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Magnetic
resonance is one of the leading diagnostic imaging modalities, since it excels
in depicting tissues with high spatial resolution and has superior soft tissue
contrast. Nevertheless, MRI can considerably gain from the use of contrast
agents. Contrast enhanced MR angiography is now routinely used in the
non-invasive evaluation of vascular diseases. Dynamic contrast enhanced MRI
receives considerable attention in the assessment of stroke and tumor
vascularity. MRI applications are becoming more and more dependent on contrast
agents. Traditionally MR contrast agents are based on their ability to lower T1
and T2 of water. Nowadays, nanoparticle based contrast seems to be a powerful
technology in both basic science as well as clinical settings. Chemical
Exchange Saturation Transfer (CEST) agents, based on magnetization transfer
methods have also been developed where contrast can be switched on and off at
will, which facilitates localization and detection of contrast agents in living
organism without the need for exact co-registration of pre and post contrast MR
images. The sensitivity of CEST has increased with the invention of (liposome
based) LIPOCEST agents. Researches are going on to study subcellular processes
from bimodal imaging combining fluorescent markers, such as quantum dots, with
MR contrast agents.1,2,5
Reference:
1.
Zhu et al, Nanoparticle-based systems
for T1-weighted Magnetic Resonance Imaging Contrast Agents, Int.J.Mol.Sci.2013.
2.
Strijkers et al, MRI Contrast Agents:
Current Status and Future Perspectives, Anti-Cancer
Agents in Medicinal Chemistry, 2007.
3.
Image Contrast, International Center for
Postgraduate Medical Education, 2009.
4.
Peter et al, Gadolinium based contrast
agents, Metrohm International Headquaters,
Herisau, Switzerland.
5.
MR Contrast Agents, FYS-KJM 4740 – The
Physics of MRI.
6.
McRobbie et al, MRI from picture to
proton, Cambridge University Press, Second Edition, 2006.
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