A long baseline neutrino oscillation search - MINOS Reinhard Schwienhorst School of Physics and Astronomy University of Minnesota.

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Presentation transcript:

A long baseline neutrino oscillation search - MINOS Reinhard Schwienhorst School of Physics and Astronomy University of Minnesota

MINOS: Introduction What are neutrinos? Why should neutrinos oscillate? How can we search for neutrino oscillations? What is the Main Injector? How do we search for neutrino oscillations in MINOS? Outline

Neutrinos in the standard model of particle physics Three flavors/generations Massless (in the standard model) The standard model gives no explanation for these characteristics The standard model is the fundamental building block of everything we observe in nature

Neutrinos are not part of the atom Everything is made out of atoms –molecules, DNA, we, books, houses, cars, planets, stars, … neutrinos are “extra” particles

Neutrino interactions Neutrinos only participate in “weak interactions” –10 13 neutrinos fly through the human body, 1 interacts –same as: tennis balls (fill the state of MN) thrown at you, only 1 hits you. –Chances of winning the lottery: It is 100,000 more likely to win the lottery

Neutrino Oscillations Not part of the standard model mass eigenstates might not be flavor eigenstates –flavor eigenstates interact –mass eigenstates travel through space example: oscillations between 2 neutrinos: square circle mass eigenstates: flavor eigenstates: red green

2-neutrino oscillations Example: produce only red neutrinos they propagate as circles (75% of them) or squares (25% of them) red Observe (far away from the source) : –63% of the time red –37% of the time green! red has oscillated into green! observer 75% 25%

2-neutrino oscillations and quantum mechanics The probability changes with distance to the source. The probability has sinusoidal shape

Neutrino Oscillations, the whole story 3 different flavors oscillations depend on distance, neutrino energy, mixing Neutrino oscillations can answer a few physics mysteries: –neutrinos may constitute dark matter in the universe. –They can solve the solar neutrino puzzle and –explain atmospheric neutrino ratio Most Physicists believe neutrinos are massive To date no massive neutrino has been found

Solar neutrino puzzle Observed electron neutrino flux from the sun is smaller than predicted (possible) explanation: neutrino oscillation Atmospheric neutrino ratio Neutrinos from the upper atmosphere ratio of electron neutrinos to muon neutrinos is smaller than predicted explanation: neutrino oscillation

Atmospheric neutrino ratio Measured by several experiments best measurement by the SuperKamiokande detector in Japan

Atmospheric neutrinos earth SuperK detector neutrino Experimental result: more green neutrinos from the top than from the bottom Explanation: neutrino oscillations!

Main Injector Particle accelerator at Fermilab near Chicago accelerates protons and smashes them into a pencil that produces many neutrinos –10 18 neutrinos/m 2 per year –stand in the beam: 1 interaction every 5 minutes

Neutrino beam from Fermilab to Soudan, MN The MINOS project Earth

MINOS detector in the Soudan mine headframe Mine shaft MINOS cavern Fermilab

MINOS detector 8m by 8m by 25m –size of a 4 story building –1inch steel plates 6,000 tons of steel magnetized

Oscillation search with MINOS Produce only red neutrinos at Fermilab –(muon neutrinos) identify the type of interaction at Soudan –separate red from green (electron neutrinos, muon neutrinos, tau neutrinos) also record the energy dependence –same as distance dependence calculate: –difference in neutrino masses –mixing parameter

MINOS measurement potential mixing parameter neutrino mass difference atmospheric neutrinos MINOS sensitivity

Goals Build the detector by 2002 Collect enough data to confirm or rule out neutrino oscillations in 2 years Measure oscillation parameters in detail over the next 20 years personal goals: –finish my thesis this summer –continue to work on MINOS as a postdoc

Neutrino (Flavor) oscillations Simple quantum mechanics Flavor eigenstates: Each is a superposition of mass eigenstates: with: – : a mass eigenstate with mass – : a unitary matrix – : a flavor eigenstate

Flavor oscillations Time development of : and of : with Oscillation Probability In practical units

Oscillation probabilities for sin^2(2  )=1, L=730km

Oscillation tests CC/total or T test –measures disappearance –has the highest sensitivity energy measurement of CC events –muon energy through range and bending in a B field –measures disappearance Near/far comparison –reduces systematics on other tests –CC rate comparison measures disappearance

Minos detector layout each steel plane is 2-4cm thick each active detector readout plane has 400 readout channels