A spectroscopic hunt for binary RR Lyrae pulsators

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A spectroscopic hunt for binary RR Lyrae pulsators

Elisabeth GuggenbergerMax Planck Institute for Solar System Research, Göttingen

In collaboration with Thomas G. Barnes and Katrien Kolenberg

Mag

nitu

de

Time (d)

Some Background on RR Lyraes • Pulsating stars (κ-mechanism in

He II, predominantly radial mode)• Large amplitudes: 0.3 – 1.5 mag • Periods: approx. 0.5 d• Evolved stars (He core burning) • 6000 K < T < 7500 K• 0.5 - 0.9 M

• Some are modulated

Time (d)

D m

ag

Many RR Lyraes known, for example from the OGLE experiment:

• 38257 in the Galactic Bulge (Soszynski et al. 2014)• 7612 in the LMC • 2475 in the SMC (Soszynski 2010)

Credit: J. Hartman (Harcard CfA) & K. Stanek (Ohio State Univ.)

Any Binaries?• Very few known!• Would be good to get mass (independently from pulsation/evolution models)• OGLE-BLG-RRLYR-02792:

+ TU Uma and some of other candidates that still await confirmation

Question: Are they really rare or just hard to find?

How to find them?

• O-C technique:Use the pulsation as a clockLight time effectAssume constant period

Mag

nitu

de

Time (d)

Sharp maximum

timeObs

erve

d - e

xpec

ted Wrong period. Too short.

How to find them?

timeObs

erve

d - e

xpec

ted Wrong period. Too long.

• O-C technique:Use the pulsation as a clockLight time effectAssume constant period

Mag

nitu

de

Time (d)

Sharp maximum

How to find them?

timeObs

erve

d - e

xpec

ted Nothing going on. Correct period.

• O-C technique:Use the pulsation as a clockLight time effectAssume constant period

Mag

nitu

de

Time (d)

Sharp maximum

How to find them?

timeObs

erve

d - e

xpec

ted Changing period. Evolution?

• O-C technique:Use the pulsation as a clockLight time effectAssume constant period

Mag

nitu

de

Time (d)

Sharp maximum

How to find them?

timeObs

erve

d - e

xpec

ted Changing period. Evolution?

• O-C technique:Use the pulsation as a clockLight time effectAssume constant period

Mag

nitu

de

Time (d)

Sharp maximum

How to find them?

timeObs

erve

d - e

xpec

ted

Binary or…

• O-C technique:Use the pulsation as a clockLight time effectAssume constant period

Mag

nitu

de

Time (d)

Sharp maximum

…Modulation?br

ight

ness

• We do not fully understand the Blazhko effect• What shapes can the curve have? • Cannot differentiate it from a light time effect without additional

information..

…other intrinsic variations• sudden jumps, irregular changes,…

(e.g. LeBorgne et al. 2007)

Studies systematically searching for O-C variations:Li & Qian (2014)Guggenberger & Steixner (2014)Hajdu et al. (2015): 1952 analyzed –> initially 29 candidates -> reduced to 12Liska et al (2016)

Radial velocities are more reliable indicators

Target selection

• TU Uma:

Target selection

• Other stars:– Follow up on candidates that have either:

• discordant velocities in the past• Suspicious O-C variations

– Cover RV curve well to prevent phasing errors– Create individual templates if possible– Lay a solid foundation for future studies (we

expect long orbits!)

Target selection III

Solano et al. 1997

✔✔✔✔

Too south

Fernley and Barnes 1997

✔✔

✔✔

✔✔

Challenge: High RV amplitude of pulsation!Challenge: High RV amplitude of pulsation!

Challenges

• Incomplete phase coverage is pernicious• Often templates are used (e.g. Liu 1991, Sesar

et al. 2012), but:– Amplitude needs to be known

(from spectra or photometry)– Phases need to be correct – Template does not fit every

star equally well

Observations @ McDonald Observatory

• 2.1m Otto Struve telescope• 22 nights awarded (15 useful with good weather)• Sandiford Echelle Spectrometer• R=60000, λ=4250-4750 Å• Spring 2014 - ? (new proposal sent in)

Image credit: Tim Jones/McDonald observatory

Techniques

• Integration times < 5% of P• Several radial velocity standard stars/night• ThAr spectra after each exposure• Cross correlation with iraf/fxcor• Metal lines only!• Orders analyzed separately for consistency

check

TU UMa

TU UMa

Finding the center of mass velocity

Individual template

RVc,2014=92.6km/sRVc,2014=92.6km/s

Comparison to orbit model

CN Lyr

CN Lyr

Z CVn

BX Leo

Targets observed so farTarget # of velocity

measurements

TU Uma 47+5

CN Lyr 11

DM Cyg 11

Z CVn 9

BK Dra 9

AO Peg 8

BX Leo 7

SZ Leo 7

AV Vir 7

Target # of velocity measurements

ST Leo 7

BK And 6

XX Hya 5

RR Gem 4

RV UMa 4

CI And 3

U Tri 2

TT Lyn 1

SS Leo 1

Hopefully more to come…Hopefully more to come…

Conclusions

• Campaign ongoing…• Extraction of systemic RVs from spectra in

progress• Detailed comparison with literature values and

photometry upcoming• New individual TU Uma template future

measurements easier and more accurate • Individual as well as center of mass velocities will

be published for further use