2 edition of **Mass formula in broken SL(2,C) and its application to the nucleon and delta regge trajectories** found in the catalog.

Mass formula in broken SL(2,C) and its application to the nucleon and delta regge trajectories

G. Domokos

- 309 Want to read
- 25 Currently reading

Published
**1968**
by Hungarian Academy of Sciences, Central Research Institue for Physics in Budapest
.

Written in English

- Regge trajectories.,
- Broken symmetry (Physics)

**Edition Notes**

Bibliography: p. 5.

Statement | [by] G. Domokos, S. Kövesi-Domokos, and P. Surányi. |

Series | KFKI, 5/1968 |

Contributions | Kövesi-Domokos, S., joint author., Surányi, P., joint author. |

Classifications | |
---|---|

LC Classifications | QC1 .M23 1968, no. 5 |

The Physical Object | |

Pagination | 6 p. |

ID Numbers | |

Open Library | OL5226133M |

LC Control Number | 75234064 |

Multiply the relative atomic mass by the molar mass constant. This is defined as kilogram per mole, or 1 gram per mole. This converts atomic units to grams per mole, making the molar mass of hydrogen grams per mole, of carbon grams per mole, of oxygen grams per mole, and of chlorine grams per : K. And just to be clear, a newton is the same thing as 10 kilogram meters per second squared. And that's good that a newton is the same thing as kilogram meters per second squared, because that's exactly what you get on this side of the formula. So let's say I have a force of 10 newtons, and it is acting on a mass. Let's say that the mass is 2.

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