Search results for "Biomolecule"
showing 10 items of 666 documents
"Table 18" of "Studies of quantum chromodynamics with the ALEPH detector"
1997
Unfolded charged particle multiplicity distribution giving the probability to have a hadronic Z0 decay with N charged particles.
"Table 6" of "Measurements of the charged particle multiplicity distribution in restricted rapidity intervals"
1995
Unfolded mean charged multiplicity distributions.
"Table 1" of "Measurements of the charged particle multiplicity distribution in restricted rapidity intervals"
1995
Unfolded charged particle multiplicity distribution given the probability to have an hadronic Z0 decay with MULT charged particles.
"Table 1" of "Measurement of the electron charge asymmetry in p anti-p ---> W + X ---> e nu + X events at s**(1/2) = 1.96-TeV"
2008
Folded electron charged asymmetry.
"Table 10" of "Higher harmonic anisotropic flow measurements of charged particles in Pb-Pb collisions at sqrt(s_{(NN)}) = 2.76 TeV"
2013
v3{SP}/epsilon(W) (purple open squares).
"Table 2" of "J/psi polarization in pp collisions at sqrt(s)=7 TeV"
2016
$\lambda_\phi$ as a function of $p_{\rm T}$ for inclusive J/$\psi$, measured in the helicity reference frame.
"Table 1" of "Measurement of the spin density matrix for the rho0, K*(892)0 and Phi produced in Z0 decays."
1997
Helicity density matrices elements. The statistical and systematic errors are combined quadratically.
"Table 2" of "Measurement of the spin density matrix for the rho0, K*(892)0 and Phi produced in Z0 decays."
1997
Helicity density matrices elements. The statistical and systematic errors are combined quadratically.
"Table 1" of "Measurement of the Forward-Backward Charge Asymmetry and Extraction of $sin^2\Theta^\mbox{eff}_W$ in $p\bar{p} \to Z/\gamma^{*}+X \to e…
2009
Unfolded forward-backward asymmetry as a function of the di-electron mass.
Mutual inductance of thick coils for arbitrary relative orientation and position
2017
An exact solution method has been developed recently which gives the mutual inductance of two thin cylindrical coils in terms of line integrals of a new kind of vector potential, induced by the primary coil, around the two circular edges of the secondary coil. This paper describes the extension of this method to thick coils, by wrapping two radial integrations around these line integrals. Results are presented for two pairs of conventional coils and a combination of a superconducting coil and a Bitter coil. Excellent agreement with existing results for non coaxial coils was obtained. The trade-off between accuracy and computing time is also examined.