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Victor de Broglie predicted that all particles, including atoms, have wave properties Wavelength is inversely related to the particle s mass and velocity, and it is too small to be observed at room temperature As the atom is cooled, its speed is reduced and its wavelength increases In the 1920s, Albert Einstein and Satyendra Nath Bose researched particles known as bosons They predicted that if bosons The Future Bose-Einstein could be cooled to their condensates and atom lasers lowest possible energy state, will be used to study the then all of the particles basic properties of quantum would have the same phase mechanics and matter waves and the same wavelength Scientists anticipate that In other words, the particles atom lasers will be useful in would have coherent propermaking more-precise atomic ties This unusual phase of An atom laser emits pulses of coherent clocks and in building small sodium atoms Each pulse contains matter is called a Bose105 to 106 atoms, and the pulses are electronic circuits The atom Einstein condensate accelerated downward due to gravity laser also may be used in The first Bose-Einstein The spreading of the pulses is a result atomic interferometry to precondensates were formed in of repulsive forces cisely measure gravitational 1995 by Eric Cornell and forces and to test relativity Carl Wieman, and independently, by Wolfgang Ketterle In further research, Ketterle brought two separate Bose-Einstein condensate samples near each other Ketterle observed wavelike interferGoing Further ence patterns from the atoms in the condensates He went on to prove that all of the atoms in the 1 Research Investigate what fermions condensate had the same wavelength and were are and if they can form Bose-Einstein in phase The atoms in the condensate were condensates (Hint: See how the Pauli coherent, just as Bose and Einstein predicted exclusion principle applies to fermions).

2 Critical Thinking Atom lasers operate in an ultrahigh vacuum environment Why do you think this is so

(p 751)

energy level (p 753) ground state (p 753) excited state (p 753) principal quantum number (p 755)

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Ernest Rutherford directed positively charged, high-speed alpha particles at thin metal foils By studying the paths of the reflected particles, he showed that an atom is mostly empty space with a tiny, massive, positively charged nucleus at its center The spectrum produced by atoms of an element can be used to identify an unknown sample of that element If white light passes through a gas, the gas absorbs the same wavelengths that it would emit if it were excited If the light is then passed through a prism, the absorption spectrum of the gas is visible Niels Bohr s model of the atom correctly showed that the energy of an atom can have only certain values; thus, it is quantized He showed that the energy of a hydrogen atom in energy level n is equal to the product of 136 eV and the inverse of n2 En 136 eV

1 n2

The input/output meta-commands control the way SQL statements are input to psql and how output should be handled Table 5-5 lists and describes these commands The \i command is extremely helpful This command allows you to run SQL statements stored in files on the system This includes any files created by the pg_dump backup program (described in 3) that were created using the plain backup format By default, the file must be located in the same directory you started psql from If it is not, you must specify the full pathname for the file If the pathname includes spaces, you must enclose the filename in double quotes While in interactive mode the \echo command may seem silly, it is often used to insert comments within stored SQL statements The echoed strings appear within the standard command output As an example, create the file testsql, and enter the following lines:

would be wider than the view itself. That we ratchet the font size back down a bit, and draw the text. This is all done by adding the bold lines shown below:

According to the Bohr model, atoms make transitions between allowable energy levels, absorbing or emitting energy in the form of photons (electromagnetic waves) The energy of the photon is equal to the difference between the initial and final states of the atom Ephoton Ef Ei

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