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1969
DOI: 10.1007/bf00649604
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Evolution through mass exchange in close binary systems of total mass 2.5M ?

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Cited by 42 publications
(52 citation statements)
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“…(2) The lifetime of EL CVn-type stars, t. As discussion in section 3.2, t ∝ Menv/Ṁnuc, wherė Mnuc is very sensitive to the temperature in the burning shell T b . Since T b ∼ Mc/Rc (Refsdal & Weigert 1970) and Rc decreases with Z for a given Mc, the temperature T b , thenṀnuc, increase with decreasing Z. So, the value of t may not significantly deviate from that shown in this paper since Menv also increases with the decreasing Z as discussed above.…”
Section: Effects Of Metallicitysupporting
confidence: 54%
“…(2) The lifetime of EL CVn-type stars, t. As discussion in section 3.2, t ∝ Menv/Ṁnuc, wherė Mnuc is very sensitive to the temperature in the burning shell T b . Since T b ∼ Mc/Rc (Refsdal & Weigert 1970) and Rc decreases with Z for a given Mc, the temperature T b , thenṀnuc, increase with decreasing Z. So, the value of t may not significantly deviate from that shown in this paper since Menv also increases with the decreasing Z as discussed above.…”
Section: Effects Of Metallicitysupporting
confidence: 54%
“…As shown by Refsdal & Weigert (1970) and Tuchman et al (1983), the existence of an M c − L relation requires an inert transition region below the convective envelope where the luminosity remains constant and where the temperature, pressure, density, and radius present a steep dependence on the mass coordinate. In stars experiencing HBB, this transition region is absent because H burning extends into the convective envelope.…”
Section: The Interpulse Phasementioning
confidence: 97%
“…Refsdal & Weigert 1970;Ritter 1999) and at the end of the mass transfer phase it equals the maximum radius corresponding to the mass of its core, that is the white dwarf companion of the millisecond pulsar. Refsdal & Weigert (1971) gave a simple relationship between the maximum radius of the secondary and its core mass: R max /R = 10 4.1 (M/M ) 5.3 , valid for stars of solar chemical composition and neglecting the small difference between the mass of the secondary and that of its helium core (≤5%). Since the maximum radius is equal to the Roche lobe radius at the end of mass transfer, we can express the semi-major axis and the orbital period as a function of M .…”
Section: The Residual Eccentricitymentioning
confidence: 99%