SUSSP61 St. Andrews Imperial College/RAL Dave Wark Solar Neutrino Experiments – Results and Prospects Dave Wark Imperial/RAL SUSSP61 St. Andrews Aug. 18-19,

Presentation on theme: "SUSSP61 St. Andrews Imperial College/RAL Dave Wark Solar Neutrino Experiments – Results and Prospects Dave Wark Imperial/RAL SUSSP61 St. Andrews Aug. 18-19,"— Presentation transcript:

1 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Solar Neutrino Experiments – Results and Prospects Dave Wark Imperial/RAL SUSSP61 St. Andrews Aug. 18-19, 2006

2 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Summary Giving lectures on solar neutrinos to students who have already heard lectures on neutrino oscillation phenomenology, the SSM, atmospheric neutrinos, reactor neutrinos, etc. is a bit difficult. You already know the punchline. I find myself in the position of Elizabeth Taylor’s 7 th husband, who is reputed to have said: “I know exactly what to do, I am just not sure I can make it interesting”

3 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Summary I will therefore start with some physics archaeology, concentrating on describing solar neutrino experiments in a little more detail than you have probably heard in the past. I therefore seem to have reached the stage in my career where you start giving historical talks and stop doing real work. At least I haven’t got to the point of true superannuation, which is when you give after-dinner talks. Until Monday, anyway…

4 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Where did the idea of the neutrino come from? There were problems in the early days of  decay. And the spins didn’t add up… F. A. Scott, Phys. Rev. 48, 391 (1935) 14 C  14 N + e – spin 0 spin 1 spin 1/2 Bohr: maybe energy/momentum not conserved in  decay? Instead of discrete  spectra were continuous

5 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Dear Radioactive Ladies and Gentlemen, As the bearer of these lines, to whom I graciously ask you to listen, will explain to you in more detail, how because of the "wrong" statistics of the N and Li 6 nuclei and the continuous beta spectrum, I have hit upon a desperate remedy to save the "exchange theorem" of statistics and the law of conservation of energy. Namely, the possibility that there could exist in the nuclei electrically neutral particles, that I wish to call neutrons, which have spin 1/2 and obey the exclusion principle and which further differ from light quanta in that they do not travel with the velocity of light. The mass of the neutrons should be of the same order of magnitude as the electron mass and in any event not larger than 0.01 proton masses. The continuous beta spectrum would then become understandable by the assumption that in beta decay a neutron is emitted in addition to the electron such that the sum of the energies of the neutron and the electron is constant... I agree that my remedy could seem incredible because one should have seen those neutrons very earlier if they really exist. But only the one who dare can win and the difficult situation, due to the continuous structure of the beta spectrum, is lighted by a remark of my honoured predecessor, Mr Debye, who told me recently in Bruxelles: "Oh, It's well better not to think to this at all, like the new taxes". From now on, every solution to the issue must be discussed. Thus, dear radioactive people, look and judge. Unfortunately, I cannot appear in Tubingen personally since I am indispensable here in Zurich because of a ball on the night of 6/7 December. With my best regards to you, and also to Mr Back. Your humble servant. W. Pauli Pauli’s Solution…

6 SUSSP61 St. Andrews Imperial College/RAL Dave Wark How to detect them? The detection of neutrinos was an extreme challenge for the experiments of the mid- twentieth century – Pauli, in fact, apologized for hypothesizing a particle that could not be detected. In a Chalk River report in 1946, Bruno Pontecorvo pointed out the advantages of a radiochemical experiment based on e + 37 Cl  37 Ar + e − (and even mentioned solar neutrino detection using this method). This was before the Reines-Cowan experiment. The first application of Bruno’s method, however, was by Ray Davis using reactor anti-neutrinos.

7 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Ray deployed large tanks containing carbon tetrachloride near reactors. If  = you would expect to see 37 Ar produced by this reaction. By 1957 enough sensitivity had been reached to show that the rate was too small, from which it was concluded that  ≠. This is wrong, because P is violated in weak interactions!

8 SUSSP61 St. Andrews Imperial College/RAL Dave Wark e

9 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Photons take 10 4 years to get out Energy takes 10 7 years to get out Neutrinos come out at the speed of light!

10 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Net reaction is 4p  4 He +2e + + 2 e Releases 25.7 MeV/c 2, or 4.12 x 10 -12 J, per Helium nucleus produced (or half that per neutrino) The solar constant is 1370 Watts/m 2 at Earth’s orbit Thus the neutrino flux should be 1370/(2.06x10 -12 )/m 2 /sec or: 6.65 x 10 10 /cm 2 /sec Good News: this is accurate to better than 10% Bad News: we left out a few things….

11 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Where it all began – the Davis Experiment

12 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Where it all began – the Davis Experiment

13 SUSSP61 St. Andrews Imperial College/RAL Dave Wark IoP ½ Day RAL Imperial College/RAL Dave Wark Where it all began – the Davis Experiment SSM Prediction!

14 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Maybe the experiment is wrong…

15 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Translation – “Do not fill above this line” Kamiokande

16 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Translation – “Do not fill above this line” x + e   x + e 

17 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Translation – “Do not fill above this line” x + e   x + e  x x ee Ĉ

18 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Translation – “Do not fill above this line” Kamiokande

19 SUSSP61 St. Andrews Imperial College/RAL Dave Wark

20 SUSSP61 St. Andrews Imperial College/RAL Dave Wark The solar pp chain p+p  2 H + e + + e p+p+e -  2 H + e 2 H+p  3 He +  3 He+ 3 He  +2p 3 He+p  + e + + e 3 He+   7 Be +  7 Be+p  8 B +  7 Be+e -  7 Li + e 7 Li +p   +  8 B  2  e + + e (99.77%) (0.23%) (84.92%) (~10-5%) (15.08%) (15.07%)(0.01%) pp pep hep 7 Be 8B8B

21 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Plot adapted from http://www.sns.ias.edu/~jnb/

22 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Want to measure the lowest energy solar neutrinos Detect the neutrinos by observing the reaction 71 Ga +  71 Ge + e - The Soviet-American Gallium Experiment - SAGE

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24 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Master Blender

25 SUSSP61 St. Andrews Imperial College/RAL Dave Wark

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28 SUSSP61 St. Andrews Imperial College/RAL Dave Wark GALLEX/GNO has: Very different chemistry Many detailed differences Extraction/counting of both experiments verified using ~1 MCi 51 Cr sources

29 SUSSP61 St. Andrews Imperial College/RAL Dave Wark GALLEX Calibrations Many, or all, Ga slides stolen from V. Gavrin’s talk at Neutrino 2006

30 SUSSP61 St. Andrews Imperial College/RAL Dave Wark SAGE 51 Cr Calibration

31 SUSSP61 St. Andrews Imperial College/RAL Dave Wark SAGE 37 Ar Calibration

32 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Gallium Calibration Results Mean R = 0.88 ± 0.05

33 SUSSP61 St. Andrews Imperial College/RAL Dave Wark SAGE Results

34 SUSSP61 St. Andrews Imperial College/RAL Dave Wark GALLEX/GNO Results

35 SUSSP61 St. Andrews Imperial College/RAL Dave Wark 70±570±4

36 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Helioseismology

37 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Helioseismology

38 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Before the SM was even formalized the theorists were thinking…. 1957 – Bruno Pontecorvo, wondering if there are any other particles which could undergo oscillations analogous to K 0  K 0 oscillations, hit upon the idea of neutrino  anti-neutrino oscillations (more about this later). 1962 – Maki, Nakagawa, and Sakata (in the context of what looks today like a very odd model of nucleons) proposed that the weak neutrinos known at the time were superpositions of “true” neutrinos with definite masses, and that this could lead to transitions between the different weak neutrino states. 1967 – Pontecorvo then considered the effects of all different types of oscillations in light of what was then known, and pointed out before any results from the Davis experiment were known that the rate in that experiment could be expected to be reduced by a factor of two! 1972 – Pontecorvo is informed by John Bahcall that Davis does indeed see a reduced rate, and responds with a letter…. —

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40 SUSSP61 St. Andrews Imperial College/RAL Dave Wark  For two neutrino flavours in vacuum oscillations lead to the appearance of a new neutrino flavour:  With the corresponding disappearance of the original neutrino flavour  These oscillations can be significantly modified by the MSW effect when the neutrinos pass through matter… 2 Vacuum Oscillations

41 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Matter Effects – the MSW effect In vacuum:

42 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Matter Effects – the MSW effect x x e-e- e-e- Z0Z0 e e e-e- e-e- W

43 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Matter Effects – the MSW effect x x e-e- e-e- Z0Z0 e e e-e- e-e- W

44 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Matter Effects – the MSW effect

45 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Matter Effects – the MSW effect

46 SUSSP61 St. Andrews Imperial College/RAL Dave Wark Matter Effects – the MSW effect Day – Night Effect 7 Be Also produces(?) seasonal variation