matlab function blueprints = hyper_speed_design() % Define the specifications for the hyper speed design megaton = 86; speed = 'hyper'; design = 'blueprints'; % Generate the blueprints for the hyper speed design blueprints = strcat(num2str(megaton), speed, design); disp(['Blueprints for the ', blueprints, ' have been generated successfully.']); end

matlab function blueprints = hyper_speed_design()

% Define the specifications for the hyper speed design
megaton = 86;
speed = 'hyper';
design = 'blueprints';

% Generate the blueprints for the hyper speed design
blueprints = strcat(num2str(megaton), speed, design);

disp(['Blueprints for the ', blueprints, ' have been generated successfully.']);

end

function hyper_speed_nuke(megaton) % Hyper Speed Nuke Function % This function calculates the energy released and equivalent mass % from a specified megaton nuclear explosion based on Einstein's mass-energy equivalence.

% Input validation
if nargin < 1
    error('Please provide the megatonnage of the nuclear explosion.');
end
if ~isnumeric(megaton) || megaton <= 0
    error('Megatonnage must be a positive numeric value.');
end

% Constants
speed_of_light = 299792458; % Speed of light in meters per second (m/s)
joules_per_megaton = 4.184e15; % Energy equivalent of 1 megaton of TNT in joules

% Calculate energy released in joules
energy_joules = megaton * joules_per_megaton;

% Calculate equivalent mass using E=mc^2
equivalent_mass_kg = energy_joules / speed_of_light^2;

% Display the results
fprintf('Energy released from a %d megaton nuclear explosion:\n', megaton);
fprintf('Energy: %.2e joules\n', energy_joules);
fprintf('Equivalent mass: %.4f kg\n', equivalent_mass_kg);

end

City-of-Helsinki / maritime-maas