To enhance the utility of quantitative MRI, we propose a flexible platform for high-performance cloud computing integrated with the MRI scanner. Jetstream, an NSF-sponsored open science platform for high-performance computing resources, was integrated into a clinical 3.0T MRI system for executing user-defined image analysis using the graphical pipeline environment (GRAPE) tool. Integration was achieved through the Agave platform. This framework was used for real-time quantitative T1 mapping for cartilage tissue assessment. Seamless scanner integration enabled immediate access to the results to the interpreting clinician, providing valuable quantitative information which can be incorporated in clinical practice.
MRI can generate valuable qualitative and quantitative markers of the tissue status(1). Access to these markers can assist in identifying pathology either through visual inspection or from automated analysis. Due to the high computational load, algorithm complexity, and hardware limitations, MRI data analysis is often performed off-line, sometimes days or weeks after data acquisition. Lack of a mechanism that ties together the MRI scanner and an efficient analysis platform is thus a barrier for timely access to qualitative and quantitative MRI markers. Access to the analysis can be greatly facilitated (i) with the availability of powerful computational infrastructure, and (ii) by integrating data analysis in the scan environment.
The rise of cloud computing in recent years has provided a cost-effective solution for computationally-demanding applications. Cloud-based systems have effectively alleviated many of the problems associated with maintaining local computing infrastructure by providing scalable hardware and software as a service. MRI data analysis on cloud-based platforms has been demonstrated(2,3), but data processing is often limited to dedicated processing pipelines, and the analysis is typically performed off-line, often through a web-interface. Vendor-supplied platforms are often not cost-effective. These factors limit rapid access to the results.
We have developed a framework for bridging the MRI scanner to a cloud-based high-performance computing (HPC) cluster. This framework uses freely available software modules, and it allows the user to flexibly design novel analyses and execute them in the cloud. We further integrated this platform with a 3.0T MRI system, making the results immediately available. This framework is demonstrated for a relatively time-consuming MRI data processing task for assessing cartilage status.
Cloud-based Real-time MRI Analysis Framework: Figure 1 illustrates the proposed framework. We used the science-as-a-service platform Agave—a representational state transfer (REST) application programming interface (API) which provides access to storage, computing, and application resources across multi-site cyberinfrastructures(4,5)—to combine a 3.0T Philips Ingenia MRI system and the Jetstream scalable cloud environment in an integrated real-time framework as recently reported(6). The interface was facilitated by a standalone workstation, the “proxy server”, used to (i) de-identify data, (ii) communicate data and instructions between the MRI scanner and the HPC cluster, and (iii) collect and organize the results. The image analysis pipelines were interactively designed using GRAPE on a desktop computer(7). GRAPE was also invoked from command line for pipeline execution on Jetstream.
Real-time MRI Analysis Applications: Delayed gadolinium-enhanced MRI of cartilage (dGEMRIC) is a technique that depicts changes in cartilage longitudinal relaxation time (T1) associated with contrast injection as an imaging marker of cartilage degeneration(8–11). T1 determination requires a nonlinear curve-fitting that is time consuming. We developed a pipeline for same-session computation of T1 maps from 3D inversion recovery images acquired in a dGEMRIC protocol. T1 fitting used a voxel-by-voxel nonlinear least-squares fitting in GRAPE of seven echoes (inversion time (TI)=120,150,200,400,800,1200,1600ms) each with a matrix size of 384 x 384 x 13.
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