LO 2 Flashcards
_______ of the wave determines penetrating power of the beam
Wavelength - shorter wavelengths= more penetrating power
Quality is used to describe ______
Mean energy or penetrating power of the x-ray beam
Quality of the x-ray beam is controlled by ______
The kilovoltage
Voltage is the measure of electrical _______
Force
Describe kilovoltage peak
- Maximum peak voltage of an alternating current (Ac)
- Regulates the speed and energy of the electrons and determines penetrating ability
- Increasing results in a higher energy beam (shorter wavelengths)
When kVp is increase, what happens to x-ray quality, density, and contrast?
Quality ⬆️
Density ⬆️
Contrast ⬇️
Describe density
The overall darkness of a film - kVp increases, film will appear darker
Describe contrast
How sharply dark and light areas are differentiated on film
Low kilovoltage settings (65-70kvp) creates _______ contrast film
High
Low contrast images created by higher kVp setting are good for detecting ______
Periodontal periapical disease
Exposure time is measured in ______
Impulses
When kVp increases, exposure time should _______
Decrease
Quantity refers to _______
The number of x-rays produced in the x-ray unit (controlled by mA - 7-15)
When mA is increased, exposure time is to be decreased to maintain constant ______
Density
A higher miliamperage setting _______ the temperature of the cathode filiment
Increases - results in more electrons boiling off
All dental x-ray machines have these three exposure factor settings
- kV
- mA
- Time
When miliamperage is increased, describe quantity, density, and exposure time
Quantity ⬆️
Density ⬆️
Exposure time ⬇️
How can kilovoltage and miliamperage increase intensity of the beam?
- Kilovoltage - can increase speed of electrons travelling between anode and cathode, resulting in a beam with more energy
- Miliamperage - can increase the number of electrons produced, resulting in more x-rays being produced
How does exposure time affect the intensity of the beam?
Longer exposures allow for the creation of more x-rays, resulting in a more intense beam
How is x-ray intensity measured/calculated?
Intensity = 1/d^2