Working with lifetime and energy uncertainty

Related BrainMass Solutions

• Nucleus of helium breaks up from rest into a nucleus

  b) The lifetime of the original nucleus is 1.0E-21 s. Because we are not sure when during this lifetime this reaction will occur (i.e., decay), the uncertainty of the time is equal to the lifetime.

• Zero point energy and uncertainty principle

  46177 Zero point energy and uncertainty principle Discuss the connection between zero-point energy of a particle in a box and the uncertainty principle In a quantum mechanical system such as the particle in a box or the quantum harmonic oscillator, the

• Specific heat and calorimetry

  What is the energy gained by water? Include measurement uncertainty? B. What is the energy gained by the cup? Include measurement uncertainty? C. What is the Energy lost by the block? Include measurement uncertainty? D.

• Uncertainty Principle Beam of Electrons

  Part 2 The rest-energy of the Z 0 boson is 77 GeV. Find the maximum length of time a virtual Z 0 can exist in accordance with the uncertainty principle.

• Calculating Minimum Resulting Uncertainty and Minimum Kinetic Energy

  This is why we get such a high result for the energy (14.3Mev) compared to the energy of a proton in Carbon (5.3MeV) I hope this help Thanks again Yinon This solution provides calculations for minimum resulting uncertainty and minimum kinetic energy

• Minimum Uncertainty in Energy

  12325 Minimum Uncertainty in Energy Estimate the minimum uncertainty in energy that corresponds to the uncertainty in time of 1x10^(-12seconds).

• Uncertainty, Signficant Figures, and Energy Diagrams

  247949 Uncertainty, Significant Figures, and Energy Diagrams Find the absolute uncertainty of the following calculations and express the answer with the proper number of significant figures.

• Finding Heisenberg uncertainity of a protons velocity

  I have deduced the minimum KE of the proton using Heisenbergs UP Using Heisenberg's Uncertainty principle the product of the spread in position of a particle and its spread (uncertainty) of momentum is given by (1) We are given the spread in position

• Hofstede Globally Distributed Teams

  Hofstede refers to this as Uncertainty Avoidance. In countries with high uncertainty avoidance, they tend to show more nervous energy, while in countries with low uncertainty avoidance, people are more easy-going.