This dataverse hosts all data aquired within the resreach project "qMOTION - Simulation-enhanced Highdensity Magneto-myographic Quantum Sensor Systems for Decoding Neuromuscular Control During Motion" funded by the European Reserach Council through ERC-AdG 2021 #101055186.

Abstract:
Being able to decode neural signals that control skeletal muscles with high accuracy will enable scientific breakthroughs in diagnostics and treatment, including early detection of neurodegenerative diseases, optimising personalised treatment or gene therapy, and assistive technologies like neuroprostheses. This breakthrough will require technology that is able to record signals from skeletal muscles in sufficient detail to allow the morpho-functional state of the neuromuscular system to be extracted. No existing technology can do this. Measuring the magnetic field induced by the flow of electrical charges in skeletal muscles, known as Magneto-myography (MMG), is expected to be the game-changing technology because magnetic fields are not attenuated by biological tissue. However, the extremely small magnetic fields involved require extremely sensitive magnetometers. The only promising option is novel quantum sensors, such as optically pumped magnetometers (OPMs), because they are small, modular, and can operate outside of specialised rooms. Our vision is to use this technology and our expertise in computational neuromechanics to decode, for the first time, neuromuscular control of skeletal muscles based on in vivo, high-density MMG data. For this purpose, we will design the first high-density MMG prototypes with up to 96 OPMs and develop custom calibration techniques. We will record magnetic fields induced by contracting skeletal muscles at the highest resolution ever measured. Such data, combined with the advanced computational musculoskeletal system models, will allow us to derive robust and reliable source localisation and separation algorithms. This will provide us with unique input for subject-specific neuromuscular models. We will demonstrate the superiority of the data over existing techniques with two applications; signs of ageing and neuromuscular disorders and show that it is possible to transfer these methodologies to clinical applications.
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31 to 40 of 88 Results
MATLAB Data - 123.4 MB - MD5: 7d71e1427e43b7553ffdbadddbbd80fb
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
MATLAB Data - 68.2 KB - MD5: 6b2a4c59d108b5b9b113b8ff5753f7c4
Motor unit territories for the simulated motor unit pools (Dim 1: y-coordinate, Dim 2: z-coordinate, Dim 3: Motor unit index).
MATLAB Data - 123.4 MB - MD5: d7a33867ad8d79eac7515fbdb0298a51
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
MATLAB Data - 123.6 MB - MD5: a9cb491167ac85cdced6e338f9b8a34a
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
MATLAB Data - 36.9 MB - MD5: 5257ac353ab47ca4ae36c45fad5efaf6
Simulated motor unit electric potentials (MUEPs) and motor unit magnetic fields (MUMFs) measured from a virtual high-density EMG or MMG array (70 sampling points).
MATLAB Data - 123.3 MB - MD5: 92acde6ed2f4c77558be3382ef3049b1
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
MATLAB Data - 123.5 MB - MD5: 8ee8cac2ccfe10ada5546772774a1496
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
MATLAB Data - 36.8 MB - MD5: 78b2041eebfee364b6fa448b6b5d6b12
Simulated motor unit electric potentials (MUEPs) and motor unit magnetic fields (MUMFs) measured from a virtual high-density EMG or MMG array (70 sampling points).
MATLAB Data - 123.6 MB - MD5: eec92004d6982cb6596a41709a405e57
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
MATLAB Data - 123.3 MB - MD5: c1234d9eccbc22ba5257028ff9afde6e
Simulated high-density EMG and high-density MMG singal for a 30 second long voluntary isometric contraction.
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