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This relation allows using a water sphere as surrogate for the anthropomorphic phantoms in both simulations and measurements.
The dose rates were calculated in a water sphere, used as a surrogate for the human body, either unshielded or surrounded by aluminium shielding of 0.3, 10 or 40 g/cm2.
The same simulation for a water sphere of density 1 g/cm3resulted in an absorbed dose of 211 Gy.
In the video, Pettit points out that the bubble floats to the center of the sphere and then asks: When the water sphere rotates, why do the bubbles center themselves?
The resulting system was solvated in a 20 Å water sphere centered at the carboxylic carbon of the propionate ion following the protocol described above.
After the structure had been solvated in a 57 Å radius water sphere, a total of 21276 TIP3P water molecules (including the 32 crystallographic waters) were explicitly modeled in our system and the water boundary was maintained using a spherical stochastic boundary potential (18).
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This assumption is realistic since experiments have shown that electrons with a kinetic energy of 1 keV have a range of about 61 nm in unit density matter [[32]], verified by calculations: absorbed fraction very close to unity for unit density water spheres with radius of 2 μm for monoenergetic 1 keV electrons [[35]].
The solvent probe radius specifies the size of water spheres for the determination of the solvent space and is typically set to 1.4 Å for water.
The resulting ES complex was then solvated repeatedly with pre-equilibrated TIP3P (18) water spheres centered at the Zn1 atom with a radius of 25 Å.
As solvent probe radius we first assumed 1.4 Å, a value that is frequently used to model a molecular "water-sphere".
Pyreflies are also associated with many commonplace technological innovations including sphere-shaped recording devices and large, suspended spherical conglomerations of congealed water (called "sphere pools") that serve as the playing field for blitzball games.
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