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  In-depth analysis of LISA Pathfinder performance results: time evolution, noise projection, physical models, and implications for LISA

Armano, M., Audley, H., Baird, J., Binetruy, P., Born, M., Bortoluzzi, D., et al. (in preparation). In-depth analysis of LISA Pathfinder performance results: time evolution, noise projection, physical models, and implications for LISA.

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Armano, M., Author
Audley, H.1, Author           
Baird, J., Author
Binetruy, P., Author
Born, M.1, Author           
Bortoluzzi, D., Author
Castelli, E., Author
Cavalleri, A., Author
Cesarini, A., Author
Chiavegato, V., Author
Cruise, A. M., Author
Bosco, D. Dal, Author
Danzmann, K.1, Author           
Silva, M. De Deus, Author
Diepholz, I.1, Author           
Dixon, G., Author
Dolesi, R., Author
Ferraioli, L., Author
Ferroni, V., Author
Fitzsimons, E. D., Author
Freschi, M., AuthorGesa, L., AuthorGiardini, D., AuthorGibert, F., AuthorGiusteri, R.1, Author           Grimani, C., AuthorGrzymisch, J., AuthorHarrison, I., AuthorHartig, M.-S.1, Author           Heinzel, G.1, Author           Hewitson, M.1, Author           Hollington, D., AuthorHoyland, D., AuthorHueller, M., AuthorInchauspé, H., AuthorJennrich, O., AuthorJetzer, P., AuthorJohlander, B., AuthorKarnesis, N., AuthorKaune, B.1, Author           Korsakova, N., AuthorKillow, C. J., AuthorLobo, J. A., AuthorLopez-Zaragoza, J. P., AuthorMaarschalkerweerd, R., AuthorMance, D., AuthorMartın, V., AuthorMartin-Polo, L., AuthorMartin-Porqueras, F., AuthorMartino, J., AuthorMcNamara, P. W., AuthorMendes, J., AuthorMendes, L., AuthorMeshksar, N., AuthorNofrarias, M., AuthorPaczkowski, S.1, Author           Perreur-Lloyd, M., AuthorPetiteau, A., AuthorPlagnol, E., AuthorRamos-Castro, J., AuthorReiche, J.1, Author           Rivas, F., AuthorRobertson, D. I., AuthorRussano, G., AuthorSala, L., AuthorSlutsky, J., AuthorSopuerta, C. F., AuthorSumner, T., AuthorTexier, D., AuthorThorpe, J. I., AuthorVetrugno, D., AuthorVitale, S., AuthorWanner, G.1, Author           Ward, H., AuthorWass, P., AuthorWeber, W. J., AuthorWissel, L.1, Author           Wittchen, A.1, Author           Zanoni, C., AuthorZweifel, P., Author more..
Affiliations:
1Laser Interferometry & Gravitational Wave Astronomy, AEI-Hannover, MPI for Gravitational Physics, Max Planck Society, ou_24010              

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Free keywords: Astrophysics, Instrumentation and Methods for Astrophysics, astro-ph.IM
 Abstract: We present an analysis of the LISA Pathfinder differential acceleration
performance over the entire mission . We show that the Brownian noise level,
detected for frequencies $f\gtrsim \SI{1}{mHz}$, has been evolving consistently
with the outgassing of a single gaseous species, with an activation temperature
of $(7.0\pm 0.2)\,\text{kK}$. In excess to the Brownian noise, the acceleration
amplitude spectral density (ASD) always shows a sub-mHz tail which is
reasonably well fit, between $f=\SI{36}{\micro\hertz}$ and
$\SI{1}{\milli\hertz}$, to $\widetilde{S}_{\Delta g}^{1/2}(1\, \text{mHz}/f)$.
A Bayesian estimate of $\widetilde{S}_{\Delta g}^{1/2}$ on a partition of the
entire set of measurements in 27 data stretches, each 2.75\,d long, gives
$\widetilde{S}_{\Delta
g}^{1/2}=(1.1\pm0.3)\,\si{\femto\meter\,\second^{-2}/\rtHz}$, with no
particular time pattern over the course of the mission. The width the posterior
contains, in excess of the statistical uncertainty, a true physical fluctuation
of $\widetilde{S}_{\Delta g}^{1/2}$ from run to run, of about
$\SI{0.2}{\femto\meter\,\second^{-2}/\rtHz}$, with no correlation with specific
operating conditions. At the lowest considered frequency of
$f=\SI{18}{\micro\hertz}$, the ASD significantly deviates from the $1/f$
behavior, because of temperature fluctuations that appear to modulate a
quasi-static pressure gradient, sustained by the asymmetries of outgassing . We
also present a projection of acceleration noise on the sources for which we had
either a correlation measurement, or an estimate from dedicated
experiments.These sources account for about 40\% of the noise power the $1/f$
tail. We discuss the possible sources of the unaccounted-for fraction, present
a series of analyses that rule many of them out, and identify the possible
measures that may be taken to keep the remaining ones under control in LISA.

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 Dates: 2024-05-08
 Publication Status: Not specified
 Pages: -
 Publishing info: -
 Table of Contents: -
 Rev. Type: -
 Identifiers: arXiv: 2405.05207
 Degree: -

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