| Expected results from this subject |
Training and Learning Results |
| Describe *unificadamente the electromagnetic field by means of the laws of Maxwell. Apply the basic conditions of border in the empty or in presence of material means. |
|
|
C3
|
D1
D12
D14
|
| Derive the equation of propagation of an electromagnetic wave, characterised through his main characteristic. Relate this concept with the electromagnetic spectrum. |
|
|
C3
|
D12
D14
|
| Explain the empirical phenomena related with the interaction radiation
matter no explained by the Classical Theory, and the solutions proposed for
his resolution (duality wave corpuscle, *cuantización of the radiation). |
|
|
C3
|
D12
D14
D15
|
| Bill the postulates of the Quantum Mechanics and his consequences in the reformulation of the microscopic theory of the Classical Physics. |
|
|
C3
|
D1
D12
D14
D15
|
| Explain the foundations of the theory of mathematical operators, including the concepts of function and own value, spectrum, *linealidad and *hermiticidad, space of functions, etc. |
|
|
C3
|
D1
D9
D12
D14
|
| Write the fundamental operators of the Quantum Mechanics (position, linear and angular moment, Hamiltonian of simple systems). |
|
|
C3
C19
|
D1
D9
D12
D14
|
| Apply the previous concepts to the mechanical study-quantum of simple systems, like a particle subjected to a potential of *pozo square infinite, or to a harmonic potential, resolving the equation of Schrödinger independent of the time. |
|
|
C3
C19
|
D1
D3
D6
D8
D12
D13
D14
|
| Calculate the functions and own values of the for the moment angular operator. |
|
|
C3
C19
|
D6
D12
D14
|
| Resolve the equations of wave of the atom of hydrogen, calculating his orbital. |
|
|
C3
C19
|
D6
D8
D12
D14
|
| Resolve the equation of Schrödinger for atoms *polielectrónicos by means of approximate methods. |
|
|
C3
C19
C20
|
D1
D5
D6
D9
D12
D13
D14
|
| Explain of simple form the transitions between states and the spectrums of broadcast or resultant absorption. |
|
|
C3
C19
C20
C22
C23
|
D1
D6
D8
D9
D12
D14
D15
|
| Bill the laws of the Statistical mechanics that govern the behaviour of systems of particles, *particularizado to the statistics of Maxwell *Boltzmann. Derive the function of partition of a system and know in detail his physical meaning. |
|
|
C14
C20
C22
C23
|
D1
D4
D5
D6
D7
D8
D12
D13
|
| Apply the statistics of Maxwell *Boltzmann to the case of the ideal gases monkey and polyatomic to estimate thermodynamic properties from microscopic properties like mass, molecular geometry and frequencies of vibration. |
|
|
C14
C19
|
D1
D4
D5
D6
D7
D8
D12
D13
|
