From d67d82ef40f537d2dd5a29cc503156623a924043 Mon Sep 17 00:00:00 2001 From: e3fm8 <wolf.widdra@physik.uni-halle.de> Date: Tue, 13 Feb 2024 13:08:35 +0100 Subject: [PATCH] smaal corrections --- README.md | 2 +- dist/libhreels-2.0.1-py3-none-any.whl | Bin 0 -> 402650 bytes dist/libhreels-2.0.1.tar.gz | Bin 0 -> 392054 bytes libhreels/calcHREELS20.png | Bin 58503 -> 26950 bytes libhreels/calcHREELS20.py | 48 ++++---------------------- libhreels/dielectrics20.py | 42 ++++++++++------------ pyproject.toml | 2 +- 7 files changed, 27 insertions(+), 67 deletions(-) create mode 100644 dist/libhreels-2.0.1-py3-none-any.whl create mode 100644 dist/libhreels-2.0.1.tar.gz diff --git a/README.md b/README.md index a0c067b..b4b3fc6 100644 --- a/README.md +++ b/README.md @@ -55,7 +55,7 @@ The following methods are defined within the class: These routines are based on the publication "Computation of the surface electron-energy-loss spectrum in specular geometry for an arbitrary plane-stratified medium" by P. Lambin, J.-P. Vigneron, and A. A. Lucas, in the Journal "Computer Physics Communications 60, 351-64(1990)". -The code is modified to comply with Fortran90 and wraped to python function. See the example in calcHREELS1.py for NiO(001). The parameters for epsilon_infinity "eps": 5.25, as well as frequency and width for the TO phonon, "wTO": [393.7], "gTO": [10.8], and the LO phonon, "wLO": [584.7], "gLO": [10.8], need to be specified. +The code is modified to comply with Fortran90 and wraped to python functions. See the example in Examples/calcHREELS1.py for NiO(001). The parameters for epsilon_infinity "eps": 5.25, as well as frequency and width for the TO phonon, "wTO": [393.7], "gTO": [10.8], and the LO phonon, "wLO": [584.7], "gLO": [10.8], need to be specified. 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z1JO<U)TvV)K3!J<C*c^v?vL9v(**GP(5BD|>gsGX+1zP{ouJzw;Prf}%U+ZDJcr(i zIVNOo0Q=RVMzkI`dM$E7Qm;V$gcEdUzP7eD{G!x@hkYloxlZnY4~aZUa#7kPMq%4} zT@TtO+?xHeOql!f0!r1qXp$o}as=UR%Aeanm6oJ}SXu0&#Dh3w)55j2El!}w4Y<7o z5o)3y+Jk5~gTV@9rdm)!5=?@|Ur8hlJfCbLy;}+=>tiH!dsRUut4rK|zN^<SZ}Y;R z9KTxBdiqY}$QsFXl>4cn;VTaXD!!ZDU?RT7$&fLr>7m{rd-t{hRA{5~6VZM(C}Q6G zk6aZHb(yTOL5PiwOie@JKv1kJAz9gGP?Gv_?h<gQqy&UjpKM^1P$WDOH%~({r`xMk zJhz}C)#?zBJ9NQ70a)W6WWymu5DwQWyFdO)6gVdTIWoEUe}AMhxkQ)0R&zk9FZ>{d OKl(cRw6is>F8wc~ekVo% diff --git a/libhreels/calcHREELS20.py b/libhreels/calcHREELS20.py index 2739088..e3bc30e 100755 --- a/libhreels/calcHREELS20.py +++ b/libhreels/calcHREELS20.py @@ -73,9 +73,6 @@ def addDrude(wLOPlasma, gLOPlasma, material, gTOPlasma='None'): if gTOPlasma == 'none': gTOPlasma = gLOPlasma newMaterial = deepcopy(material) - # To select the Drude response, the Lambin Fortran code requires a negative first oscillator frequency - # which is then interpreted as plasma frequency. - # The values of the former LO parameter are irrelevant (but need to be provided). try: if len(newMaterial['wTO']) > 0: newMaterial['wTO'] += [0.] @@ -198,52 +195,19 @@ def myMain(): import os x = np.linspace(-100.,1000,400) - x2 = np.linspace(-100.,1000,2400) - - material = {'eps': 4., - 'wTO': [0], 'gTO': [20], 'wLO': [598.7], 'gLO': [20], - } - - print("Ag imported as: ", importMaterials('Ag')) + 'wTO': [0], 'gTO': [20], 'wLO': [598.7], 'gLO': [20]} film1 = lambin(film=[[material,10000.]]) film1.temperature = 100 - #xs, spectrum = film1.calcSurfaceLoss(x) - xs, spectrum = film1.calcHREELS(x,normalized=False,areanormalized=False) - xs1, spectrum1 = film1.calcHREELS(x2,normalized=False,areanormalized=False) - xs2, spectrum2 = film1.calcHREELS(x,areanormalized=True) - xs3, spectrum3 = film1.calcHREELS(x2,areanormalized=True) - - norm_test=integrate.simps(spectrum, dx=xs[2]-xs[1])/(max(xs)-min(xs)) - norm_test1=integrate.simps(spectrum1, dx=xs1[2]-xs1[1])/(max(xs1)-min(xs1)) - norm_test2=integrate.simps(spectrum2, dx=xs2[2]-xs2[1])/(max(xs2)-min(xs2)) - norm_test3=integrate.simps(spectrum3, dx=xs3[2]-xs3[1])/(max(xs3)-min(xs3)) - print(norm_test,norm_test1,norm_test2,norm_test3) - print(xs[2]-xs[1],xs1[2]-xs1[1],xs2[2]-xs2[1],xs3[2]-xs3[1]) - - plt.plot(xs[:-1],spectrum[:-1], label='normalized=Flase, '+str(len(x))+' points, E0 at '+str(max(spectrum))) - plt.plot(xs1[:-2],spectrum1[:-2], label='normalized=Flase, '+str(len(x2))+' points, E0 at '+str(max(spectrum1))) - plt.plot(xs2[:-10],spectrum2[:-10],label='area normalized=True, '+str(len(x))+' points, E0 at '+str(max(spectrum2))) - plt.plot(xs3[:-20],spectrum3[:-20],label='area normalized=True, '+str(len(x2))+' points, E0 at '+str(max(spectrum3))) - - print('spec2/spec0=', max(spectrum2)/max(spectrum)) - print('spec3/spec0=', max(spectrum3)/max(spectrum)) - print('spec0/spec2=', max(spectrum)/max(spectrum2)) - print('spec0/spec3=', max(spectrum)/max(spectrum3)) - - # pureDrude = {'eps': 4., - # 'wTO': [-400], 'gTO': [-20], 'wLO': [0], 'gLO': [0], - # } - # film2 = lambin(film=[[pureDrude,10000.]]) - # film2.temperature = 100 - # xs, spectrum = film2.calcSurfaceLoss(x) - # plt.plot(xs,spectrum,'g-.', label='pure Drude 400') - + xs, spectrum = film1.calcHREELS(x,normalized=True,areanormalized=False) + plt.plot(xs[:-1],spectrum[:-1], label='normalized=False') plt.ylabel('Surface Loss') plt.xlabel('Energy Loss (cm$^{-1}$)') - plt.legend(title=r'Plasma frequency') + plt.ylim(bottom=0) + plt.title('Bulk plasmon at 600 cm-1') + # plt.legend(title=r'Plasma frequency') plt.text(0.99, 0.01,os.path.basename(__file__), fontsize=10, ha='right', va='bottom', transform=plt.gcf().transFigure) output_filename = os.path.splitext(__file__)[0] + '.png' diff --git a/libhreels/dielectrics20.py b/libhreels/dielectrics20.py index 39b8ff1..af0fc8b 100755 --- a/libhreels/dielectrics20.py +++ b/libhreels/dielectrics20.py @@ -1,36 +1,32 @@ # Testing dielectric models and their surface loss function import matplotlib.pyplot as plt import numpy as np -from numpy import real, imag, sqrt from scipy import constants - -def doping2chargecarrierdensity(doping): #use doping in percentage by mass, not volume - '''Returns the charge carrier density for a given doping in percentage of mass.''' - return float(doping*3.31664067935517E+020*1E6) # doping[%] * charge carrier/cm^3 * 1E6 = n_e [m^-3] - -def doping2plasmaFrequency(doping,epsInfinity=1.): #use doping in percentage by mass, not volume - '''Returns the plasma frequency for a given doping in percentage of mass.''' +def plasmaFrequency(n): + '''Returns the plasma frequency for a given doping.''' + # Note that the function parameter is actually n/m, the charge carrier density + # over the band mass in units of electron mass in vacuum. eps_0 = constants.value("vacuum electric permittivity") e = constants.value('elementary charge') m_e = constants.value('electron mass') - c = constants.value('speed of light in vacuum') - eps_r = epsInfinity - n_e = doping2chargecarrierdensity(doping) - - w_P = np.sqrt(n_e*e*e/(eps_r*eps_0*m_e)) #Hz + w_P = np.sqrt(n*e*e/(eps_0*m_e)) #Hz w_P = w_P /1E+12 * 33.35641 #Hz -> THz -> cm^-1 return w_P - -def doping2surfacePlasma(doping,epsInfinity=1.): - '''Returns the surface plasma frequency in cm-1 for a doping - given by the argument in cm-3''' - return np.sqrt(doping)*1.8817885780819758e-06/np.sqrt(1+epsInfinity) +# def doping2chargecarrierdensity(doping): #use doping in percentage by mass, not volume +# '''Returns the charge carrier density for a given doping in percentage.''' +# return float(doping*3.31664067935517E+020*1E6) # doping[%] * charge carrier/cm^3 * 1E6 = n_e [m^-3] + +# def doping2plasmaFrequency(doping): +# '''Returns the plasma frequency for a given doping.''' +# n = doping2chargecarrierdensity(doping) +# return plasmaFrequency(n) + def loss(eps): '''Returns the loss function for a given eps''' - return np.imag(eps) #HHE changed former sign + return np.imag(-1/eps) def surfaceLoss(eps): '''Returns the surface loss function for a given eps''' @@ -56,7 +52,7 @@ def plotDielectrics(x,eps, title=" ", plot_show=True): axs[0].legend() axs[0].set_ylabel('Dielectric Function') - axs[1].plot(x, surfaceLoss(eps), lineStyle='-', label='Loss function') + axs[1].plot(x, surfaceLoss(eps), linestyle='-', label='Loss function') axs[1].set_ylabel('Surface Loss Function') axs[1].set_ylim([-0.10,None]) @@ -97,7 +93,7 @@ class drude: self.gamma_p = gamma_p self.gamma_0 = gamma_0 - print("called drude with w_P, g_P, g_0:", omega_p, gamma_p, gamma_0) + #print("called drude with w_P, g_P, g_0:", omega_p, gamma_p, gamma_0) def eps(self,w): @@ -126,7 +122,7 @@ class cole_davidson: self.gamma_0 = gamma_0 self.beta = beta - print("called coledavidson with w_P, g_P, g_0, beta:", omega_p, gamma_p, gamma_0, beta) + #print("called coledavidson with w_P, g_P, g_0, beta:", omega_p, gamma_p, gamma_0, beta) def eps(self,w): @@ -161,7 +157,7 @@ class cole_cole: self.gamma_0 = gamma_0 self.beta = beta - print("called colecole with w_P, g_P, g_0, beta:", omega_p, gamma_p, gamma_0, beta) + #print("called colecole with w_P, g_P, g_0, beta:", omega_p, gamma_p, gamma_0, beta) def eps(self,w): newW = np.where(w==0, 0.000567894, w) # Avoid zeros to avoid devision by zero diff --git a/pyproject.toml b/pyproject.toml index 5689884..5a0680d 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,6 +1,6 @@ [tool.poetry] name = "libhreels" -version = "2.0.0" +version = "2.0.1" description = "Handling, simulating, and plotting HREELS and Auger spectroscopy data" authors = ["Wolf Widdra <wolf.widdra@physik.uni-halle.de>"] include = ["*./libhreels/*"] -- GitLab