Purpose: NODDI is widely used in parameterizing microstructural brain properties. The model includes three signal compartments: intracellular, extracellular, and free water. The neurite compartment intrinsic parallel diffusivity (d ) is set to 1.7 µm 2 ·ms −1 , though the effects of this assumption have not been extensively explored. This work seeks to optimize d by minimizing the model residuals. Methods: The model residuals were evaluated in function of d over the range from 0.5 to 3.0 µm 2 ·ms −1 . This was done with respect to tissue type (i.e., white matter versus gray matter), sex, age (infancy to late adulthood), and diffusion-weighting protocol (maximum b-value). Variation in the estimated parameters with respect to d was also explored. Results: Results show the optimum d is significantly lower for gray matter relative to 1.7 µm 2 ·ms −1 and to white matter. Infants showed significantly decreased optimum d in gray and white matter. Minor optimum d differences were observed versus diffusion protocol. No significant sex effects were observed. Additionally, changes in d resulted in significant changes to the estimated NODDI parameters. Conclusion: Future implementations of NODDI would benefit from d optimization, particularly when investigating young populations and/or gray matter. 2 relating the dMRI signal to microstructural properties in white and gray matter [1-7]. Neurite 3 orientation dispersion and density imaging (NODDI) [7], separates the brain tissue 4 microstructure landscape into three compartments: intracellular space or neurites (axons, 5 dendrites), extracellular tissue matrix, and a free water compartment. In spite of its 6 shortcomings, much like the case of other techniques such as diffusion tensor imaging (DTI), 7 NODDI offers useful information and has been widely used in the investigation of brain tissue 8 microstructure as a function of early development, cognitive function and aging as well as a 9 number of neurological conditions [8-13]. 10 Biophysical modeling relies on simplifying assumptions about the tissue properties. Besides 11 the separation of tissue into three compartments, the NODDI model is characterized by the 12 May1, 2019 1/12 following features or assumptions. Each compartment is represented by its own normalized 13 signal and volume fraction. Water exchange between compartments is assumed negligible. 14 Neurites are modeled as sticks (cylinders of zero radius) for capturing highly anisotropic 15 architecture of neuronal tissue. Diffusion inside the neurites is described by a diffusivity 16 parallel to the sticks, which is referred to as the intrinsic diffusivity, d , and zero diffusivity 17 perpendicular to them. The orientation distribution function (ODF) of the sticks at each voxel 18 is modeled by an axially symmetric Watson distribution, W [14], which itself is characterized by 19 a concentration parameter κ and mean orientation µ. Highly aligned sticks like those seen in 20 white matter bundles are reflected by high κ values, while highly dispersed sticks like tho...