new unit for speed of light
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@@ -90,8 +90,8 @@ to reduce the radiative pion capture and other prompt backgrounds. Cosmic
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backgrounds are
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rejected using a combination of
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passive shielding, veto counters and reconstruction cuts. The momenta of beam
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muons used in the experiment were \SI{52}{\MeV\per\cc} and
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\SI{53}{\MeV\per\cc}, and the momentum spread was 2\%.
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muons used in the experiment were \SI{52}{\MeV\per\hepclight} and
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\SI{53}{\MeV\per\hepclight}, and the momentum spread was 2\%.
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\begin{figure}[htbp] \centering
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\includegraphics[width=0.85\textwidth]{figs/sindrumII_setup}
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\caption{SINDRUM-II experimental set up, reprinted from
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@@ -409,9 +409,9 @@ transport section.
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The \ang{180} bending electron transport solenoids help remove line-of-sight
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between the target and the detector system. It works similarly to the muon
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transportation section, but is tuned differently to accept electrons of about
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\SI{105}{\MeV\per\cc}. A compensation field of \SI{0.17}{\tesla} along the
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\SI{105}{\MeV\per\hepclight}. A compensation field of \SI{0.17}{\tesla} along the
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vertical direction will be applied. Electrons with momentum less than
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\SI{80}{\MeV\per\cc} are blocked at the exit of this section by
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\SI{80}{\MeV\per\hepclight} are blocked at the exit of this section by
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a collimator to reduce DIO electrons rate. The net acceptance of signals of
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\mueconv is about 0.32, and the detector hit rate will be in the order of
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\SI{1}{\kHz} for a muon stopping rate of \SI{E11}{\Hz}.
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@@ -429,12 +429,12 @@ active shielding against cosmic rays is considered.
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The tracking detector has to provide a momentum resolution less than
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%%TODO 350 or 150?
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350~\si{\kilo\electronvolt\per\cc} in order to achieve a sensitivity of
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350~\si{\kilo\electronvolt\per\hepclight} in order to achieve a sensitivity of
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\sn{3}{-17}. There are five stations of straw-tube gas chambers, each provides
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two dimensional information. Each straw tube is 5~\si{\milli\meter} in diameter
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and has a 25-\si{\micro\meter}-thick wall. According to a GEANT4 Monte Carlo
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simulation, a position resolution of 250~\si{\micro\meter} can be obtained,
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which is enough for 350~\si{\kilo\electronvolt\per\cc} momentum resolution. The
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which is enough for 350~\si{\kilo\electronvolt\per\hepclight} momentum resolution. The
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DIO background of 0.15 events is expected.
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The electromagnetic calorimeter serves three purposes: a) to measure electrons
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@@ -450,11 +450,11 @@ hit positions. Two candidate crystals, GSO and LYSO, are under consideration.
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The requirements for \mueconv signals are:
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\begin{itemize}
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\item from the 350~\si{\kilo\electronvolt\per\cc}~momentum resolution, the signal
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region is determined to be 103.5~\si{\mega\electronvolt\per\cc}~to
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105.2~\si{\mega\electronvolt\per\cc};
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\item from the 350~\si{\kilo\electronvolt\per\hepclight}~momentum resolution, the signal
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region is determined to be 103.5~\si{\mega\electronvolt\per\hepclight}~to
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105.2~\si{\mega\electronvolt\per\hepclight};
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\item transversal momentum of signal electrons is required to be greater than
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52~\si{\mega\electronvolt\per\cc} to remove backgrounds from beam electrons and
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52~\si{\mega\electronvolt\per\hepclight} to remove backgrounds from beam electrons and
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muons decay in flight;
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\item timing wise, conversion electrons should arrive in the time window of
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detection which is about 700~\si{\nano\second}~after each proton pulses
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@@ -675,7 +675,7 @@ avalanche gain of
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approximately \sn{4}{4}. A gas mixture of helium:isobutane(90:10) is preferred
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since the CDC momentum resolution is dominated by multiple scattering. With
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these configurations, an intrinsic momentum resolution of
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197~\si{\kilo\electronvolt\per\cc} is achievable according to our tracking study.
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197~\si{\kilo\electronvolt\per\hepclight} is achievable according to our tracking study.
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\begin{table}[htb]
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\begin{center}
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@@ -712,7 +712,7 @@ these configurations, an intrinsic momentum resolution of
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\label{ssub:hit_rate_on_the_cdc}
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The maximal usable muon beam intensity will be limited by the detector hit
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occupancy. Charge particles with transversal momentum greater than 70
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\si{\mega\electronvolt\per\cc} are expected to reach the CDC. Those include:
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\si{\mega\electronvolt\per\hepclight} are expected to reach the CDC. Those include:
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protons emitted from nuclear muon capture, and electrons from muon decay in
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orbit (DIO). It is calculated that the hit rate due to proton emission dominates,
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where the highest rate is \SI{11}{\kHz\per}cell compares to
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@@ -733,9 +733,9 @@ $^{28}$Si~\cite{SobottkaWills.1968}. The baseline design for the proton
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absorber is 0.5~\si{\milli\meter}-thick CFRP, making the total thickness
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of material before the sensitive region is \SI{1.0}{\mm} in CFRP. In this
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configuration, the inner wall and the proton absorber contribute a spread of
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\SI{167}{\keV\per\cc} to the momentum of a \mueconv signal electron. This
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\SI{167}{\keV\per\hepclight} to the momentum of a \mueconv signal electron. This
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figure is a little below the spread cause by multiple scatterings on the
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chamber gas at \SI{197}{\keV\per\cc}.
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chamber gas at \SI{197}{\keV\per\hepclight}.
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The impact of the proton absorber on the CDC's hit rate and momentum
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resolution is summarised in \cref{tab:comet_absorber_impact}.
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\begin{table}[htb]
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@@ -745,7 +745,7 @@ resolution is summarised in \cref{tab:comet_absorber_impact}.
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\textbf{Absorber }& \textbf{Total CFRP }&\textbf{Proton }&
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\textbf{$\Delta p$}\\
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\textbf{thickness }& \textbf{thickness }&\textbf{hit rate }& \\
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(\si{\mm}) &(\si{\mm}) & (\si{\kHz}) & (\si{\keV\per\cc}) \\
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(\si{\mm}) &(\si{\mm}) & (\si{\kHz}) & (\si{\keV\per\hepclight}) \\
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\midrule
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0 & 0.5 & 130 & 131 \\
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0.5 & 1.0 & 34 & 167 \\
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@@ -756,7 +756,7 @@ resolution is summarised in \cref{tab:comet_absorber_impact}.
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\end{center}
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\caption{Hit rates and contributions to momentum spread of the proton
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absorber and inner wall of the CDC. The resolutions are calculated for
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mono-energetic electrons of \SI{104.96}{\MeV\per\cc}.}
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mono-energetic electrons of \SI{104.96}{\MeV\per\hepclight}.}
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\label{tab:comet_absorber_impact}
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\end{table}
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