The Effect of Transverse Shifts on the LIGO Interferometer Doug Fettig - Oregon State University Mentor: Biplab Bhawal.

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Presentation transcript:

The Effect of Transverse Shifts on the LIGO Interferometer Doug Fettig - Oregon State University Mentor: Biplab Bhawal

ICGC-2004, Kochi, India 2 Purpose and Motivation Purpose Through computer simulations I will map the response of the interferometer to various transverse shifts in the optics. Determine how these shifts will effect the detector’s performance. Motivation It is believed that one of the input mirrors at the Hanford observatory is misaligned by 1-2 cm. Also, the laser beam, at times, has been shifted on the order of 1 cm.

ICGC-2004, Kochi, India 3 Transverse Shifts Figure 1 shows the interferometer in the normal operating state or the unperturbed state. Figure 2 shows the interferometer in a perturbed state where all the mirrors have been shifted in the x- direction by 1cm.

ICGC-2004, Kochi, India 4 Comparison of Simulation Tools End-to-End (e2e) Time domain simulation package. SimLIGO is a good description of the LIGO detector with detailed models of the optics, suspension system, noise sources, wavefront and length sensors, etc. Relatively Long simulation time. MIT FFT Code Frequency domain simulation package. Gives a very accurate description of the interferometer in the steady state. Static simulation that doesn’t simulate feedback corrections. Relatively short simulation time.

ICGC-2004, Kochi, India 5 Transverse shifts are equivalent to rotations Rotation about the x-axis is known as pitch. If the mirror is offset by 1cm in the Y- direction, a pitch of 0.01/R radians is needed to counter the shift, where R is the radius of curvature for that mirror. Similarly, rotation about the y-axis is called yaw (notice the sign difference between the two).

ICGC-2004, Kochi, India 6 Comparison of angles Example of Rotation: If R = 7500m, then a 1cm shift would produce equivalent yaw (or pitch) of Divergence angle: 1 x radians A calculation by Fritschel suggests that a misalignment of 1 x radians should result in a 0.5% increase in shot noise.

ICGC-2004, Kochi, India 7 Wavefront sensors: Misalignment signal Signal 0 <= Signal non0 <=

ICGC-2004, Kochi, India 8 FFT simulation In FFT I used the parameters and specifications to model LIGO Hanford’s detector. In this simulation I shifted the 5 mirrors, Recycling, ITMX, ETMX, ITMY, ETMY, by 1cm in the x direction.

ICGC-2004, Kochi, India 9 FFT: Results from a 1cm Shift in all mirrors

ICGC-2004, Kochi, India 10 Sideband Comparison at ITMX backside

ICGC-2004, Kochi, India 11

ICGC-2004, Kochi, India 12

ICGC-2004, Kochi, India 13

ICGC-2004, Kochi, India 14 Interferometer’s Response to Shifts To stay in a resonant and locked state, the mirrors of the interferometer must rotate to counteract the 1cm shift.

ICGC-2004, Kochi, India 15 e2e Run: Shift in All mirrors

ICGC-2004, Kochi, India 16 Sensitivity/Noise Curve

ICGC-2004, Kochi, India 17 Concluding Remarks Through my investigations this summer, I was able to diagnose some errors in the simulation programs. The independent simulation packages gave coinciding results, which adds some credibility to the simulations. Many of the results obtained agree with prior predictions made about how transverse shifts should affect the interferometer.

ICGC-2004, Kochi, India 18 Acknowledgements Special Thanks to Biplab Bhawal Ken Libbrecht LIGO/SURF NSF