publisher = APS,
doi = "10.1103/PhysRevLett.81.1738",
eprint = "http://prola.aps.org/pdf/PRL/v81/i8/p1738_1",
- note = "also at \url{http://nanoscience.bu.edu/papers/p1738_1_Meller.pdf}.
- Cited by \citet{grossman05} for derivation of thermal response fn.
- However, I only see a referenced thermal energy when they list the
- likelyhood of a small partical (radius < $R_c$) escaping due to thermal
- energy, where $R_c$ is roughly $R_c \sim (k_B T / \alpha I_0)^(1/3)$,
- $\alpha$ is a dielectric scaling term, and $I_0$ is the maximum beam
- energy density. I imagine Grossman and Stout mixed up this reference.",
+ note = "also at
+ \url{http://nanoscience.bu.edu/papers/p1738_1_Meller.pdf}.
+ Cited by \citet{grossman05} for derivation of thermal response
+ functions. However, I only see a referenced thermal energy when
+ they list the likelyhood of a small partical (radius $<R_c$)
+ escaping due to thermal energy, where $R_c$ is roughly $R_c \sim
+ (k_B T / \alpha I_0)^{1/3}$, $\alpha$ is a dielectric scaling
+ term, and $I_0$ is the maximum beam energy density. I imagine
+ Grossman and Stout mixed up this reference.",
project = "Cantilever Calibration"
}