Here's a brain dead fictious example
public void delete(final Collection<I> objects)
{
for (I object : objects)
{
delete(object);
}
}
Here's a brain dead fictious example
public void delete(final Collection<I> objects)
{
for (I object : objects)
{
delete(object);
}
}
| /****************************************************************************** | |
| * | |
| * Default Linker script for the Texas Instruments LM3S8962 | |
| * | |
| * This is part of revision 11167 of the Stellaris Peripheral Driver Library. | |
| * | |
| *****************************************************************************/ | |
| MEMORY | |
| { |
| #!/usr/bin/ruby | |
| require 'securerandom' | |
| require 'csv' | |
| require 'optparse' | |
| def generate_password() | |
| while true do | |
| pass = SecureRandom.base64(8).gsub(/[\/]/,'').gsub(/=/,'!') | |
| return pass if /(?=.*[A-z])(?=.*[0-9])(?=.*[!@#$&*-=])/.match(pass) |
| node default { | |
| # Configure mysql | |
| class { 'mysql::server': | |
| config_hash => { 'root_password' => '8ZcJZFHsvo7fINZcAvi0' } | |
| } | |
| include mysql::php | |
| # Configure apache | |
| class {'apache': | |
| default_vhost => false, |
| %30.29 | |
| L=33.5E-2; v=62.7E-2; B=0.269; R=23.3; | |
| V = B*L*v | |
| I = V/R | |
| P = I^2*R | |
| %30.36 | |
| Bt = -11.6E-3; r1=21.6E-2; r2=32.0E-2; | |
| P1=Bt*pi*r1^2 * 1E3 |
| %29.57 | |
| mu = 1.256E-6; d=4.7E-2; i=4.1; N = 520; B = 7.3E-6; | |
| mud = N*i*(pi*(d/2)^2) | |
| z = ((2*pi*B)/(mu*mud))^(1/3) | |
| %29.29 | |
| a=18E-2; i=28; r=[a/2 a/2 0]; mu=1.256E-6; | |
| B = [0 0 0] | |
| R = [[0 a 0] [a a 0] [a 0 0] [0 0 0]]; |
| B = [-2.5E-3 0 0]; | |
| v = [0 2710 0]; | |
| q = 1.602E-19; | |
| E = 3.66; | |
| F = q*([0 0 E]+cross( v, B)); | |
| a = sqrt(dot(F,F)) | |
| F = q*([0 0 -E]+cross( v, B)); | |
| b = sqrt(dot(F,F)) | |
| F = q*([E 0 0]+cross( v, B)); | |
| c = sqrt(dot(F,F)) |
| q= 1.602E-19; me=9.109E-31; V1=0.969E3; V2=86.7; d=28.7E-3; | |
| B=-(V2)/d * sqrt(me/(2*V1*q)) |
| q= 1.602E-19; me=9.109E-31; Bc = 0.025; vc=2.2; Vy=16E-3; Vz=10E-3; | |
| B = [Bc 0 0]; | |
| Fz = q*cross([0 0 vc],B); | |
| Ez=sqrt(dot(Fz,Fz))/q; | |
| dz = Vz/Ez | |
| Fy = q*cross([0 vc 0],B); | |
| Ey=sqrt(dot(Fz,Fz))/q; | |
| dy = Vy/Ey |
| q= 1.602E-19; me=9.109E-31; K=4.3E3 * q; B1 = 0.00720; B2 = 0.0238; V = 2100; d=23E-2; | |
| V1 = sqrt((2*K)/(me)) | |
| F1 = q*V1*B1 | |
| A1 = F1/me | |
| R1 = V1^2/A1 | |
| T1 = (pi*R1)/V1 | |
| E = V/d | |
| FE = q*E | |
| A2 = FE/me | |
| T2 = (-V1 + sqrt(V1^2 + 4*(.5*A2)*d))/A2 |