Description of the input parameters for BM: =========================================== MACHINE NAME: Information title B FROM:For selecting B field from either Magnetic radius of the bending magnet or magnetic field. (The three precedent parameters are related by: Radius [m] = (10/3) * Energy[GeV] / B[Tesla]) MACHINE RADIUS: The radius of the Bending Magnet in meters. MAGNETIC FIELD: The magnetic field of the bending magnet in Tesla. BEAM ENERGY: The electron beam energy in GeV. BEAM CURRENT: The electron beam current in Ampers. HORIZ DIV: The horizontal divergence in mrad. PSI (VERTICAL DIV) FOR ENERGY SPECTRA: For the calculation of the FLux and Power density spectra, different options of Psi can be selected: Full (integrated in Psi): Spectra are calculated integrated from all space over Psi At Psi=0: Spectra (pre mrad in Psi) at the center of the beam Psi=0 In [Psi_Min,Psi_max]: Spectra integrated over a given interval in Psi. The values of the interval (Psi_Min and Psi_max) must be entered and also the mumber of points for integration in Psi. MIN PHOTON ENERGY: Minimum photon energy for the calculated spectrum, in eV. MAX PHOTON ENERGY: Maximum photon energy for the calculated spectrum, in eV. NUMBER OF ENERGY POINTS: Number of energy points for the energy spectra SEPARATION BETWEEN ENERGY POINTS: Two options are available for creating the energy array: Lin: Energy points are a linear array (constant step) Log: Energy points are a logarithmic array (step changes as log) MAX Psi[mrad] FOR ANGULAR PLOTS: Define the maximum value of Psi in mrad to be used when selecting the angular distribution plots, i.e.: Plot angular distribution (all wavelengths) Plot angular distribution (one wavelength) Psi min [mrad]: minimum value of Psi [mrad] for integration. Used in Plot energy spectra in [Psi_Min,Psi_Max] angular range Plot (angular,energy) distribution Use also this entry to place the Psi value to be used when calculating Plot energy spectra at Psi=Psi_Min NUMBER OF PSI POINTS: Number of points for Psi integration or for the (angular,energy) mesh distribution. Please note that in the case that an integration over an angular interval [Psi_Min,Psi_Max] is chosen, the accuracy of the result may depends on this number of points in the integration grid.