ﻻ يوجد ملخص باللغة العربية
We derive a lower limit on the Beryllium neutrino flux on earth, $Phi(Be)_{min} = 1cdot 10^9 cm^{-2} s^{-1}$, in the absence of oscillations, by using helioseismic data, the B-neutrino flux measured by Superkamiokande and the hydrogen abundance at the solar center predicted by Standard Solar Model (SSM) calculations. We emphasize that this abundance is the only result of SSMs needed for getting $Phi(Be)_{min}$. We also derive lower bounds for the Gallium signal, $G_{min}=(91 pm 3) $ SNU, and for the Chlorine signal, $C_{min}=(3.24pm 0.14)$ SNU, which are about $3sigma$ above their corresponding experimental values, $G_{exp}= (72pm 6)$ SNU and $C_{exp}= (2.56pm 0.22) $ SNU.
We present our results concerning a systematical analysis of helioseismic implications on solar structure and neutrino production. We find Y$_{ph}=0.238-0.259$, $R_b/R_odot=0.708-0.714$ and $rho_b=(0.185-0.199)$ gr/cm$^3$. In the interval $0.2<R/R_od
We construct solar models with the newly calculated radiative opacities from the Opacity Project (OP) and recently determined (lower) heavy element abundances. We compare results from the new models with predictions of a series of models that use OPA
The great success of Helioseismology resides in the remarkable progress achieved in the understanding of the structure and dynamics of the solar interior. This success mainly relies on the ability to conceive, implement, and operate specific instrume
PICARD is a CNES micro-satellite launched in June 2010 (Thuillier at al. 2006). Its main goal is to measure the solar shape, total and spectral irradiance during the ascending phase of the activity cycle. The SODISM telescope onboard PICARD also allo
We discuss current advances in forward and inverse modeling for local helioseismology. We report theoretical uniqueness results, in particular the Novikov-Agaltsov reconstruction algorithm, which is relevant to solving the non-linear inverse problem