Write a Python function called integrateSpectrum that uses the Trapezoidal Method to numerically estimate the bounded integral. The first few lines of its definition are outlined here. It's up to you to fill in the rest of the function with code: def integrateSpectrum (wavelengths, fluxes, w_lower, w_upper): This function performs a numerical integral of a spectrum. Arguments: wavelengths = a numpy array of wavelengths, in nanometers fluxes = a numpy array of fluxes, corresponding to w w_lower = the lower wavelength limit of the integration w_upper = the upper wavelength limit of the integration Returns:
Write a Python function called integrateSpectrum that uses the Trapezoidal Method to numerically estimate the bounded integral. The first few lines of its definition are outlined here. It's up to you to fill in the rest of the function with code: def integrateSpectrum (wavelengths, fluxes, w_lower, w_upper): This function performs a numerical integral of a spectrum. Arguments: wavelengths = a numpy array of wavelengths, in nanometers fluxes = a numpy array of fluxes, corresponding to w w_lower = the lower wavelength limit of the integration w_upper = the upper wavelength limit of the integration Returns:
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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![Write a Python function called integrateSpectrum that uses the Trapezoidal Method
to numerically estimate the bounded integral. The first few lines of its definition are outlined
here. It's up to you to fill in the rest of the function with code:
def integrateSpectrum(wavelengths, fluxes, w_lower, w_upper):
This function performs a numerical integral of a spectrum.
Arguments:
wavelengths = a numpy array of wavelengths, in nanometers
fluxes = a numpy array of fluxes, corresponding to w
w_lower = the lower wavelength limit of the integration
W_upper = the upper wavelength limit of the integration
Returns:
the integral of fluxes, with wavelength limits from w_lower to w_upper
(this should be one floating point number)
# now you write the rest!
#HINT: Booleans arrays can be really useful for selecting ranges out of an array](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F292cc144-a150-4acc-8407-1789c2e9e7f3%2Fa5863908-5159-4841-bd90-46c82353c4d5%2Fcxi7qae_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Write a Python function called integrateSpectrum that uses the Trapezoidal Method
to numerically estimate the bounded integral. The first few lines of its definition are outlined
here. It's up to you to fill in the rest of the function with code:
def integrateSpectrum(wavelengths, fluxes, w_lower, w_upper):
This function performs a numerical integral of a spectrum.
Arguments:
wavelengths = a numpy array of wavelengths, in nanometers
fluxes = a numpy array of fluxes, corresponding to w
w_lower = the lower wavelength limit of the integration
W_upper = the upper wavelength limit of the integration
Returns:
the integral of fluxes, with wavelength limits from w_lower to w_upper
(this should be one floating point number)
# now you write the rest!
#HINT: Booleans arrays can be really useful for selecting ranges out of an array
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