2018
DOI: 10.1126/sciadv.aar5492
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Orientation-independent room temperature optical 13 C hyperpolarization in powdered diamond

Abstract: Shining light on diamond particles makes them MRI-“bright,” opening avenues for room temperature hyperpolarized liquids.

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Cited by 128 publications
(216 citation statements)
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“…Recent work demonstrated efficient 13 C DNP in diamond powders simultaneously exposed to optical illumination and microwave (MW) frequency sweeps (15), but gaining a detailed understanding of the microscopic mechanisms at play has proven subtle due to a complex interplay between the multiple degrees of freedom. Here we examine the dynamics of an NV- 13 C spin pair undergoing simultaneous optical illumination and MW excitation.…”
Section: Nitrogen-vacancy Center | Hyperpolarization | Diamond Powdermentioning
confidence: 99%
“…Recent work demonstrated efficient 13 C DNP in diamond powders simultaneously exposed to optical illumination and microwave (MW) frequency sweeps (15), but gaining a detailed understanding of the microscopic mechanisms at play has proven subtle due to a complex interplay between the multiple degrees of freedom. Here we examine the dynamics of an NV- 13 C spin pair undergoing simultaneous optical illumination and MW excitation.…”
Section: Nitrogen-vacancy Center | Hyperpolarization | Diamond Powdermentioning
confidence: 99%
“…With the correct balance of paramagnetic defects to fuel DNP without overly accelerating relaxation, hyperpolarized nanodiamond holds the promise of a biocompatible [22,23] MRI imaging agent possessing the advantages over silicon of optical trackability [24][25][26][27] and a readily-functionalized, non-oxidizing surface [28,29]. Although previous works have investigated 29 Si defects and DNP [30], as well as nitrogen-vacancy defects in diamonds, including recent work hyperpolarizing diamond powders via optical methods [31,32], little has been done to investigate the optimum defect concentration for nanodiamond DNP.…”
Section: Introductionmentioning
confidence: 99%
“…Analogously, # = −γ # ⋅ + ⋅ ⋅ corresponds to the Zeeman and quadrupolar terms for the host 14 N nuclear spin of the NV; a similar expression holds for # ) . In addition, ( ) ) is the hyperfine coupling tensor between the NV (P1) electronic spin and the 14 Here, B,B ) stands for the distance between the spins and / , and , define the angular orientation of the inter-spin axis. A similar expression applies to the dipolar interaction between the P1 electron spin and the 1 H spin; we assume the proton is closer to the P1, and correspondingly neglect the dipolar coupling with the NV.…”
mentioning
confidence: 99%