Abstract
In spinal cord injury (SCI), the evaluation of axonal fibers is important to assess the severity of injury and efficacy of any treatment protocol, but conventional methods such as tracer injection in the brain parenchyma are highly invasive and require histological evaluation, precluding clinical applications. Magnetic resonance imaging (MRI) is essential for predicting prognosis and planning treatment of patients with SCI noninvasively. However, the information provided by conventional T1- and T2-weighted MRI of the spinal cord is essentially limited to the differentiation of the white matter from the gray matter. By contrast, diffusion-weighted magnetic resonance imaging (DWI) provides much information about biological structures. In particular, diffusion tensor imaging (DTI) and diffusion tensor tractography (DTT) are powerful tools for evaluating white matter fibers in the central nervous system. We previously established a reproducible SCI model in adult common marmosets and demonstrated that DTT could be used to trace the neural tracts in the intact and injured spinal cord of these animals in vivo. Recently, many reports using DTT to analyze the spinal cord area have been published. Based on the findings from our experimental studies, we are now routinely performing DTT of the human spinal cord clinically. In this chapter, we outline the basic principles of DTT and describe the characteristics, limitations, and clinical application of DTT in the spinal cord.
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Notes
- 1.
According to textbooks, DWI “includes all MRI images weighted with proton diffusion motion by some method,” but in practice it is more narrowly defined as meaning the original images acquired by adding a diffusion-weighted gradient magnetic field [33].
- 2.
Tensor is a function of a vector variable that possesses multilinearity, and when multiplied by the vector (on the left), it forms a matrix that yields vectors, with each component of the matrix being closely related to the coordinate system [30]. In actuality, a 3 × 3, 2-step matrix operation is necessary.
- 3.
The “b value” is related to the diffusion setting in DWI. It is calculated by the following formula, in which γ (MHz) is the gyromagnetic ratio, G (mT/m) is the size of the MPG, δ (ms) is the MPG application time, and Δ (ms) is the starting time of each pair of gradient magnetic fields.
$$ b={\gamma}^2{G_x}^2{\delta}^2\left(\varDelta -\delta /3\right) $$
Abbreviations
- MRI:
-
Magnetic resonance imaging
- DWI:
-
Diffusion-weighted MR imaging
- DTI:
-
Diffusion tensor imaging
- DTT:
-
Diffusion tensor tractography
- FA:
-
Fractional anisotropy
- ADC:
-
Apparent diffusion coefficient
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Acknowledgements
This work was supported by grants from MEXT, CREST, JST in Japan, from the General Insurance Association of Japan, from the “Funding Program for World-leading Innovative R&D on Science and Technology,” and by a grant-in-aid from the 21st Century and Global COE Programs of MEXT, Japan, to Keio University.
Animal Preparation: All interventions and animal care procedures were performed in accordance with the Laboratory Animal Welfare Act, Guide for the Care and Use of Laboratory Animals (National Institutes of Health), and Guidelines and Policies for Animal Surgery provided by the Animal Study Committee of the Central Institute for Experimental Animals, and they were approved by the ethics committee of Keio University.
Informed Consent: We obt`ained adequate informed consent from both the healthy volunteer and the patients with cervical spondylotic myelopathy and SCI.
Conflict of Interest: The authors declare that they have no competing financial interests.
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Fujiyoshi, K. et al. (2014). Assessment of Injured Spinal Cord Using Diffusion Tensor Tractography. In: Uchida, K., Nakamura, M., Ozawa, H., Katoh, S., Toyama, Y. (eds) Neuroprotection and Regeneration of the Spinal Cord. Springer, Tokyo. https://doi.org/10.1007/978-4-431-54502-6_28
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