Exemplo n.º 1
0
def choosedt(dt,n,neq,T_cs,Y_CO,Y_C_free,Y_O_free,K_ra,K_rd,n_C_free,size,dust_Y):
	adap_flag = 0
	# Change in Y_C_free from CO formation:
	delta_YC_CO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd) * dt
	# Change in Y_C_free from carbon dust nucleation (and growth)
	dYdt_nucl = 0.
	dNdt_grow = np.zeros([par.arraylen])
	sat = n_C_free/neq 
	if sat > 1:
		J = (ph.cshape**3 * ph.vC**2 * ph.sigma/(18*np.pi**2*ph.mC))**(1./2.) * n_C_free**2 * \
			np.exp(-4*ph.cshape**3*ph.vC**2*ph.sigma**3/27./(ph.kB*T_cs)**3/(np.log(sat)**2))
		dmu = ph.kB*T_cs*np.log(sat)
		ncritical=np.maximum(8*ph.cshape**3*ph.vC**2*ph.sigma**3/27/dmu**3,2)
		dYdt_nucl = J*ncritical/n	
		# Calculate the possible growth
		dNdt_grow = ph.cshape*(size*ph.vC)**(2./3.) * np.sqrt(ph.kB*T_cs/(2*np.pi*ph.mC)) * n_C_free
		delta_YC_grow = np.sum(dNdt_grow*dust_Y)*dt # dust_Y is a 1d array storing previous dYdt_nucl[i], read into function 

	delta_YC_nucl = dYdt_nucl*dt 
	delta_YC_grow = np.sum(dNdt_grow*dust_Y)*dt

	# Maybe this will be too stringent, but let's try
	# if the sum (not absolute value?) of all changes in Y_C_free is greater than 
	# say, 30% of Y_C_free (+ a minimum value) or Y_O_free, for future abundances
	# then reduce dt:
	delta_YC_tot = delta_YC_CO + delta_YC_nucl + delta_YC_grow
	while ((np.absolute(delta_YC_tot) > par.percent*Y_C_free + par.Y_min) \
		or np.absolute(delta_YC_tot) > par.percent*Y_O_free + par.Y_min):
		print 'timestep reduced ', Y_C_free, delta_YC_CO, delta_YC_nucl, delta_YC_grow
		adap_flag = 1
		dt = dt/2.
		delta_YC_CO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd) * dt
		delta_YC_nucl = dYdt_nucl*dt
		delta_YC_grow = np.sum(dNdt_grow*dust_Y)*dt
		delta_YC_tot = delta_YC_CO + delta_YC_nucl + delta_YC_grow

	return adap_flag, dt
Exemplo n.º 2
0
ratesfile.write("%.5f %.5e %.5e %.5e \n"%(K_ra, K_th, K_nth, J_C))
thermofile.write("%.5f %.5f\n"%(T_cs, n))


#----------- TIME EVOLUTION ----------------------# 
i = 1
# running to tmax - dt because interpolate function doesn't like t values outside of t_array
while t < par.tmax - par.dt_init:
	#---------------- First choose dt ------------------#
	dt = par.dt_init

	# -------------- Molecular Abundances ------------------
	#adap_flag, dt = choosedt(dt,n,neq,T_cs,Y_CO,Y_C_free,Y_O_free,K_ra,K_rd,n_C_free,size,dust_Y)

	# Evolve Y_CO
	dYCOdt = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd)		

	# ----------------------- DUST -----------------------

	# The equilibrium number fraction of carbon at this T
	neq=6.9e13*np.exp(-84428.2/T_cs)/ph.kB/T_cs
	if neq==0: neq=par.floor   # just set it to a very small number if it comes out as 0
	if neq!=neq: neq=par.floor # or if it comes out to be a NaN
	# Carbon saturation
	sat_C = n_C_free/neq 
	# Reset the rate of gaseous C depletion due to nucleation as 0
	dYdt_nucl_C = 0 
	J_C = 0.
	ncritical = 0
	# Compute the growth rate of previously formed grains [# of atoms / s]
	# depends on current size of each set of grains 
Exemplo n.º 3
0
ratesfile.write("%.5f %.5e %.5e \n" % (K_ra, K_th, K_nth))
thermofile.write("%.5f %.5f %.5f %.5f %.5f \n" % (T_cs, n, delta, R_cs, c_s))

#----------- TIME EVOLUTION ----------------------#
while t < par.tmax:
    # What to do when Y_C_free goes negative?? For now, break
    #if Y_C_free < 0.: break

    #---------------- First choose dt ------------------#
    dt = par.dt_init
    Y_CO_equilibrium = ab.Y_CO_equil(par.Y_C_tot, par.Y_O_tot, n, K_ra, K_rd)
    #if t > par.t_integrate:
    if Y_CO_equilibrium > 1e-5:
        integrate_flag = 1
        adaptive_dt_flag = 0
        delta_YCO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd) * dt
        # Reduce dt if delta_YCO is too large
        while (np.absolute(delta_YCO) > Y_C_free \
         or np.absolute(delta_YCO) > Y_O_free):
            adaptive_dt_flag = 1
            dt = dt / 2.
            delta_YCO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra,
                                   K_rd) * dt
        # Also reduce dt so we don't form more than some percent of CO
        #while ((Y_CO > par.CO_amount  or Y_CO + delta_YCO > par.CO_amount) \
        if ((Y_CO > 0) and ((Y_CO > par.CO_amount) or
                            (Y_CO + delta_YCO > par.CO_amount))):
            while (np.absolute(delta_YCO) > par.percentCO * Y_CO):
                adaptive_dt_flag = 1
                dt = dt / 2.
                delta_YCO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra,
Exemplo n.º 4
0
thermofile.write("%.5f %.5f %.5f %.5f %.5f \n"%(T_cs, n, delta, R_cs, c_s))


#----------- TIME EVOLUTION ----------------------# 
while t < par.tmax:
	# What to do when Y_C_free goes negative?? For now, break
	#if Y_C_free < 0.: break

	#---------------- First choose dt ------------------#
	dt = par.dt_init
	Y_CO_equilibrium = ab.Y_CO_equil(par.Y_C_tot, par.Y_O_tot, n, K_ra, K_rd)
	#if t > par.t_integrate:
	if Y_CO_equilibrium > 1e-5:
		integrate_flag = 1
		adaptive_dt_flag = 0
		delta_YCO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd) * dt
		# Reduce dt if delta_YCO is too large
		while (np.absolute(delta_YCO) > Y_C_free \
			or np.absolute(delta_YCO) > Y_O_free):
			adaptive_dt_flag = 1
			dt = dt/2.
			delta_YCO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd) * dt
		# Also reduce dt so we don't form more than some percent of CO
		#while ((Y_CO > par.CO_amount  or Y_CO + delta_YCO > par.CO_amount) \
		if ((Y_CO > 0) and ((Y_CO > par.CO_amount) or (Y_CO + delta_YCO > par.CO_amount))):
			while (np.absolute(delta_YCO) > par.percentCO*Y_CO):
				adaptive_dt_flag = 1
				dt = dt/2.
				delta_YCO = ab.dYCO_dt(Y_CO, Y_C_free, Y_O_free, n, K_ra, K_rd) * dt
		# Evolve Y_CO
		Y_CO = np.maximum(delta_YCO + Y_CO,0.)
Exemplo n.º 5
0
    "%.5e %.5e  %.5e %.5e %.5e %.5e %.5e %.5e %.5e \n"
    % (K_CO_ra, K_CO_th, K_CO_nth, K_SiO_ra, K_SiO_th, K_SiO_nth, K_CO_H, J_Cg, J_Sig)
)
thermofile.write("%.5f %.5f\n" % (T_cs, n))


# ----------- TIME EVOLUTION ----------------------#
i = 1
# running to tmax - dt because interpolate function doesn't like t values outside of t_array
while t < par.tmax - par.dt_init:
    # ---------------- First choose dt ------------------#
    dt = par.dt_init

    # -------------- Molecular Abundances ------------------
    # Evolve Molecular reactions
    dYCOdt = ab.dYCO_dt(Y_CO, Y_C, Y_O, n, K_CO_ra, K_CO_rd)
    dYSiOdt = ab.dYSiO_dt(Y_SiO, Y_Si, Y_O, n, K_SiO_ra, K_SiO_rd)
    # dYHdt   = ab.dYH_dt(Y_CO,Y_H,n,K_CO_H)
    # dYCdt   = ab.dYC_dt(Y_CO,Y_H,n,K_CO_H)
    dYOHdt = ab.dYOH_dt(Y_CO, Y_H, n, K_CO_H)

    # ----------------------- DUST -----------------------

    # The equilibrium number fraction of carbon at this T
    neq = 6.9e13 * np.exp(-84428.2 / T_cs) / ph.kB / T_cs
    if neq == 0:
        neq = par.floor  # just set it to a very small number if it comes out as 0
    if neq != neq:
        neq = par.floor  # or if it comes out to be a NaN
    # Carbon saturation
    sat_Cg = n_C / neq