new unit for speed of light
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@@ -84,7 +84,7 @@ different absorber configurations are listed in
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%\toprule
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%{\textbf{Absorber}} &{\textbf{Inner wall}} & {\textbf{Total CFRP}}& {\textbf{Proton}} & {\textbf{Momentum}} & {\textbf{Integrated charge}}\\
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%{\textbf{thickness}} &{\textbf{thickness}} & {\textbf{thickness}}& {\textbf{hit rate}} &{\textbf{spread $\Delta p$}} &{\textbf{300 days}}\\
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%{(\si{\mm})} & {(\si{\mm})} & {(\si{\mm})} & {(\si{\Hz})} & {(\si{\keV\per\cc)}} &{(mC/cm)}\\
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%{(\si{\mm})} & {(\si{\mm})} & {(\si{\mm})} & {(\si{\Hz})} & {(\si{\keV\per\hepclight)}} &{(mC/cm)}\\
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%\midrule
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%1 &0.5&1.5 & 2 & 195 & 25\\
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%0.5 &0.5&1.0 & 126 & 167 & 60\\
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@@ -104,9 +104,9 @@ Therefore the absorber is not necessary as far as the hit rate is concerned.
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%absorber is not needed for the COMET Phase I's CDC.
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If the proton absorber is not used, the momentum spread of the signal electron
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reduces from \SI{167}{\keV\per\cc} to \SI{131}{\keV\per\cc} (\cref{tab:proton_cdc_hitrate}).
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reduces from \SI{167}{\keV\per\hepclight} to \SI{131}{\keV\per\hepclight} (\cref{tab:proton_cdc_hitrate}).
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This is a small improvement since the momentum resolution is dominated by
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intrinsic spread of \SI{197}{\keV\per\cc} due to multiple scattering in gas
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intrinsic spread of \SI{197}{\keV\per\hepclight} due to multiple scattering in gas
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and wires.
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The last column of \cref{tab:proton_cdc_hitrate} shows the integrated charge
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@@ -124,7 +124,7 @@ absorber will not worsen the ageing process of the wires.
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{\textbf{thickness}} &{\textbf{thickness}} & {\textbf{thickness}}&
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{\textbf{spread $\Delta p$}} &{\textbf{300 days}}\\
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{(\si{\mm})} & {(\si{\mm})} & {(\si{\mm})}
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& {(\si{\keV\per\cc)}} &{(mC/cm)}\\
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& {(\si{\keV\per\hepclight)}} &{(mC/cm)}\\
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\midrule
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1 &0.5&1.5 & 195 & 25\\
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0.5 &0.5&1.0 & 167 & 60\\
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@@ -137,7 +137,7 @@ absorber will not worsen the ageing process of the wires.
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\caption{Momentum spreads due to the inner wall and absorber, and integrated
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charge per unit length of wire as calculated in the COMET Phase-I's TDR.
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The momentum spreads were calculated for signal electrons at
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\SI{104.96}{\MeV\per\cc}. The integrated charge is estimated assuming 300
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\SI{104.96}{\MeV\per\hepclight}. The integrated charge is estimated assuming 300
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days of operation.}
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\label{tab:proton_cdc_hitrate}
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\end{table}
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