Pigment epithelium

The retinal pigment epithelium (RPE) is a layer of pigmented cells located between the retina and the choroid of the human eye that supports the photoreceptor cells (rods and cones).

The retinal pigment epithelium (RPE) is a layer of pigmented cells located between the retina and the choroid of the human eye that supports the photoreceptor cells (rods and cones).
<ul>
<li>The RPE plays a critical role in providing nutrients, removing waste products, and regenerating visual pigments needed for photoreceptor function.</li>
<li>The RPE is firmly attached to the underlying Bruch’s membrane of the choroid on one side, but less firmly connected to the photoreceptor cells of the retina on the other. This weaker attachment can contribute to retinal detachment.</li>
<li>The choroid is a vascular layer rich in blood vessels and connective tissue that lies between the retina and the sclera. It provides oxygen and nutrients to the outer layers of the retina and parts of the sclera, supporting the function of the retinal pigment epithelium and photoreceptors.</li>
</ul>

Pigment epithelium

Pigment epithelium

Pigment epithelium is a layer of cells at the boundary between the retina and the eyeball that nourish neurons within the retina. It is firmly attached to the underlying choroid is the connective tissue that forms the eyeball on one side but less firmly connected to retinal visual cells on the other.

Pigment epithelium

The retinal pigment epithelium (RPE) is a layer of pigmented cells located between the retina and the choroid of the human eye that supports the photoreceptor cells (rods and cones).

  • The RPE plays a critical role in providing nutrients, removing waste products, and regenerating visual pigments needed for photoreceptor function.
  • The RPE is firmly attached to the underlying Bruch’s membrane of the choroid on one side, but less firmly connected to the photoreceptor cells of the retina on the other. This weaker attachment can contribute to retinal detachment.
  • The choroid is a vascular layer rich in blood vessels and connective tissue that lies between the retina and the sclera. It provides oxygen and nutrients to the outer layers of the retina and parts of the sclera, supporting the function of the retinal pigment epithelium and photoreceptors.

Pixel

A pixel is the smallest addressable element in a digital image that can be uniquely processed and is defined by its spatial coordinates and colour values.

  • A pixel, also known as a picture element, is a physical point in a digital image and the smallest addressable element of a display device.
  • In the editing process, a pixel is the smallest controllable element of a digital image.
  • Many digital displays, including LCD screens, contain LEDs arranged in a grid pattern and emit light when an electrical current is passed through them, allowing them to display different colours and brightness levels.
  • OLED displays use a different technology that uses organic compounds that emit light when an electrical current is passed through them.
  • The RGB colour model is commonly used for still images displayed on digital screens, such as computer monitors and televisions.
  • In the RGB colour model, each pixel is composed of three subpixels that control the red, green, and blue colour channels.
  • By varying the light emitted by an LED, every pixel can display a wide range of colours and shades, allowing for the creation of highly detailed and vibrant images on screen.
  • The resolution of a digital screen, or the number of pixels it can display, is an important factor in determining its overall image quality and sharpness.
  • Higher-resolution screens can display more pixels per inch (PPI), resulting in smoother, more detailed images with less visible pixelation.
  • Newer display technologies may use variations of the RGB colour model to display still images, such as RGBW (Red, Green, Blue, White) or RGBY (Red, Green, Blue, Yellow).

Pixel

A pixel is the smallest addressable element in a digital image that can be uniquely processed and is defined by its spatial coordinates and colour values.

  • A pixel, or a picture element, is a physical point in a digital image and the smallest addressable element of a display device.
  • During editing, a pixel is the smallest controllable element of a digital image.
  • Many digital displays, including LCD screens, contain LEDs arranged in a grid pattern and emit light when an electrical current is passed through them, allowing them to display different colours and brightness levels.
  • OLED displays use a different technology that uses organic compounds that emit light when an electrical current is passed through them.
  • The RGB colour model is commonly used for still images displayed on digital screens, such as computer monitors and televisions.
  • In the RGB colour model, each pixel is composed of three sub-pixels that control the red, green, and blue colour channels.
  • By varying the light emitted by an LED, every pixel can display a wide range of colours and shades, allowing for the creation of highly detailed and vibrant images on-screen.

Plank constant

The Planck constant is a fundamental constant of nature that is denoted by the symbol h.

  • The Planck constant is a measure of the smallest possible amount of energy that can be carried by a single quantum of electromagnetic radiation (a photon).
  • The Planck constant is also related to the wavelength of a photon by the equation E = hf, where E is the energy of the photon, f is its frequency, and h is the Planck constant.
  • The equation, energy (E) = Planck constant (h) x frequency (f), allows the quantity of energy associated with electromagnetic radiation to be calculated if the frequency is known.
  • The Planck constant is used extensively in modern physics, particularly in the fields of quantum mechanics, atomic physics, and condensed matter physics.
  • It plays a crucial role in determining the energy levels of atoms and molecules, as well as the behaviour of subatomic particles such as electrons and photons.
  • The value of the Planck constant is approximately 6.626 x 10^-34 joule-seconds (Js).

Plank constant

The Planck constant is a fundamental constant of nature that is denoted by the symbol h.

  • The Planck constant is a measure of the smallest possible amount of energy that can be carried by a single quantum of electromagnetic radiation (a photon).
  • The Planck constant is also related to the wavelength of a photon by the equation E = hf, where E is the energy of the photon, f is its frequency, and h is the Planck constant.
  • The equation, energy (E) = Planck constant (h) x frequency (f), allows the quantity of energy associated with electromagnetic radiation to be calculated if the frequency is known.
  • The Planck constant is used extensively in modern physics, particularly in the fields of quantum mechanics, atomic physics, and condensed matter physics.
  • It plays a crucial role in determining the energy levels of atoms and molecules, as well as the behaviour of subatomic particles such as electrons and photons.
  • The value of the Planck constant is approximately 6.626 x 10^-34 joule-seconds (Js).

Polarization

Polarization of electromagnetic waves refers to the direction in which they oscillate, perpendicular to the direction of the wave’s propagation.

  • Polarization can be induced in light waves by various means, such as reflection, refraction, and scattering.
  • There are several types of polarization, including circular, elliptical and plane polarization.
    • Circular polarization refers to waves that rotate in circles as they propagate, with the electric and magnetic fields perpendicular to each other.
    • Elliptical polarization combines linear and circular polarization, in which the wave oscillates in an elliptical pattern.
    • Plane polarization (sometimes called linear polarization) refers to waves that oscillate in a single plane, such as waves that are vertically or horizontally polarized.

Polychromatic

Polychromatic refers to something that contains or displays multiple colours. In various contexts, this can describe anything from art and design to objects in nature that reflect or emit a variety of colours.

  • In the context of light, polychromatic refers to light that contains multiple wavelengths, each corresponding to a different colour in the visible spectrum. For example, white light is polychromatic because it is a combination of all the colours (wavelengths) within the visible spectrum.
  • Sunlight is a perfect example of polychromatic light, as it contains all the visible wavelengths that combine to form white light. When this light interacts with the atmosphere or objects, it can be scattered or reflected to produce a range of colours.
  • In a rainbow, polychromatic sunlight is dispersed through water droplets, splitting into its constituent colours across the visible spectrum, producing the familiar bands of red, orange, yellow, green, blue, indigo, and violet.
  • The opposite of polychromatic is monochromatic, which refers to light composed of only one wavelength, producing a single colour or hue.

Polychromatic

Polychromatic refers to something that contains or displays multiple colours. In various contexts, this can describe anything from art and design to objects in nature that reflect or emit a variety of colours.

  • In the context of light, polychromatic refers to light that contains multiple wavelengths, each corresponding to a different colour in the visible spectrum. For example, white light is polychromatic because it is a combination of all the colours (wavelengths) within the visible spectrum.
  • Sunlight is a perfect example of polychromatic light, as it contains all the visible wavelengths that combine to form white light. When this light interacts with the atmosphere or objects, it can be scattered or reflected to produce a range of colours.
  • In a rainbow, polychromatic sunlight is dispersed through water droplets, splitting into its constituent colours across the visible spectrum, producing the familiar bands of red, orange, yellow, green, blue, indigo, and violet.
  • The opposite of polychromatic is monochromatic, which refers to light composed of only one wavelength, producing a single colour or hue.

Potential energy

Potential energy is energy in storage. When potential energy is released it becomes kinetic energy.

  • Potential energy can be converted into other forms of energy, such as kinetic energy, which is the energy of motion.
  • Potential energy is not currently being used, but it has the potential to do work in the future.
  • Potential energy comes in different forms such as:
    • Chemical potential energy is the energy stored in the bonds between atoms and molecules in a substance, such as the energy stored in food.
    • Elastic potential energy is the energy stored in an object when it is compressed or stretched, such as a spring.
    • Electric potential energy is the energy stored in an electric field due to the position of charged particles, such as the energy stored in a battery.
    • Gravitational potential energy is the energy an object has due to its position in a gravitational field, such as a ball held up in the air.

Potential energy

Potential energy is energy in storage. When potential energy is released it becomes kinetic energy.

  • Potential energy can be converted into other forms, such as kinetic energy, which is the energy of motion.
  • Potential energy is not currently being used, but it has the potential to do work in the future.
  • Potential energy comes in different forms such as:
    • Chemical potential energy is the energy stored in the bonds between atoms and molecules in a substance, such as the energy stored in food.
    • Elastic potential energy is the energy stored in an object when it is compressed or stretched, such as a spring.
    • Electric potential energy is the energy stored in an electric field due to the position of charged particles, such as the energy stored in a battery.
    • Gravitational potential energy is the energy an object has due to its position in a gravitational field, such as a ball held up in the air.

Power

In physics, power is defined as the rate at which work is done. So power describes how quickly energy is transferred from one system to another when work is done.

In mathematical terms, power is defined as the amount of work done per unit of time.

  • Power measures how quickly energy is used or generated.
  • In physics, power is defined as the rate at which work is done or the rate at which energy is transferred or converted. It quantifies how quickly energy is used or generated within a system.
  • When work is done on an object, energy is transferred to or from it, and power measures how rapidly this transfer occurs.
  • Essentially, power describes the efficiency or speed of energy conversion processes.
  • The equation used to measure power is P = W/t, where P is power, W is work, and t is time.
  • Energy is measured in joules, while power is measured in watts or joules per second.

Here is an example:

  • If you lift a 10 kg object one meter in two seconds, the work done is W = Fd = mg*d = 10 kg * 9.81 m/s^2 * 1 m = 98.1 J, where F is the force applied, d is the distance lifted, m is the mass of the object, and g is the acceleration due to gravity.
  • The power used to lift the object is then P = W/t = 98.1 J / 2 s = 49.05 W.
  • This means that you are transferring energy to the object at a rate of 49.05 J/s, or 49.05 watts.
  • Horsepower is another unit of power where one horsepower is equal to 745.7 watts
  • One horsepower is equivalent to the power required to lift 550 pounds of weight at a rate of one foot per second.
  • James Watt, a Scottish engineer, adopted the term in the late 18th century to compare the output of steam engines with the power of draft horses. It was later expanded to include the output power of other types of piston engines, turbines, electric motors, and other machinery.

Power

In physics, power is defined as the rate at which work is done. So power describes how quickly energy is transferred from one system to another when work is done.

  • In mathematical terms, power is defined as the amount of work done per unit of time.
  • Power measures how quickly energy is generated or used.
  • When work is done on an object, energy is transferred to or from it, and power measures how rapidly this transfer occurs.
  • Essentially, power describes the efficiency or speed of energy conversion processes.

Primary colour

Primary colours are sets of colours from which other colours can be created by blending coloured lights or mixing pigments and dyes.

  • Human perception of colour is based on the sensitivity of the eye to the electromagnetic spectrum, specifically the visible spectrum of light that includes spectral colours between red and violet.
  • A set of primary colours is a set of coloured lights or pigments that can be combined in varying amounts to create a wide range of colours.
  • Different sets of primary colours are used for additive colour mixing (of light) and subtractive colour mixing (of pigments).
  • Colour models such as RGB, CMY and RYB use different sets of primary colours.
  • The process of combining colours to produce other colours is used in applications such as electronic displays and colour printing to create a range of colours that can be perceived by humans.
  • Additive and subtractive colour models can be used to predict how wavelengths of visible light or pigments interact with each other.
  • RGB colour is a technology used to reproduce colour in ways that match human perception.
  • The primary colours used in colour-spaces such as CIELAB, NCS, Adobe RGB (1998), and sRGB are determined by an extensive investigation of the relationship between visible light and human colour vision.
  • An important point to note is that while there are several different sets of primary colours, there is no universally agreed upon set of primary colours. Different colour models and industries use different sets of primary colours. The specific hue that correspond with each primary colour can also vary depending on the colour model , colour space and mediums concerned.
  • Primary colours are sets of colours from which other colours can be created by blending coloured lights or mixing pigments and dyes.
  • Human perception of colour is based on the sensitivity of the eye to the electromagnetic spectrum, specifically the visible spectrum of light that includes spectral colours between red and violet.
  • A set of primary colours is a set of coloured lights or pigments that can be combined in varying amounts to create a wide range of colours.
  • Different sets of primary colours are used for additive colour mixing (of light) and subtractive colour mixing (of pigments).
  • Colour models such as RGB, CMY and RYB use different sets of primary colours.
  • The process of combining colours to produce other colours is used in applications such as electronic displays and colour printing to create a range of colours that can be perceived by humans.

Primary colour

Primary colours are a set of colours from which others can be produced by mixing (pigments, dyes etc.) or overlapping (coloured lights).

  • The human eye, and so human perception, is tuned to the visible spectrum and so to spectral colours between red and violet. It is the sensitivity of the eye to the electromagnetic spectrum that results in the perception of colour.
  • A set of primary colours is a set of pigmented media or coloured lights that can be combined in varying amounts to produce a wide range of colours.
  • This process of combining colours to produce other colours is used in applications intended to cause a human observer to experience a particular range of colours when represented by electronic displays and colour printing.
  • Additive and subtractive models have been developed that predict how wavelengths of visible light, pigments and media interact.
  • RGB colour is a technology used to reproduce colour in ways that match human perception.
  • The primary colours used in a colour space such as CIELAB, NCS, Adobe RGB (1998) and sRGB are the result of an extensive investigation of the relationship between visible light and human colour vision.

Primary rainbow

The most common atmospheric rainbow is a primary bow.

  •  Primary rainbows appear when sunlight is refracted as it enters raindrops, reflects once off the opposite interior surface, is refracted again as it escapes back into the air, and then travels towards an observer.
  • The colours in a primary rainbow are always arranged with red on the outside of the bow and violet on the inside.
  • The outside (red) edge of a primary rainbow forms an angle of approx. 42.40 from its centre, as seen from the point of view of the observer. The inside (violet) edge forms at an angle of approx. 40.70.
  • To get a sense of where the centre of a rainbow might be, imagine extending the curve of a rainbow to form a circle.
  • If your shadow is visible as you look at a rainbow its centre is aligned with your head.
  • A primary rainbow is only visible when the altitude of the sun is less than 42.4°.
  • Primary bows appear much brighter than secondary bows and so are easier to see.
  • The curtain of rain on which sunlight falls is not always large enough or in the right place to produce both primary and secondary bows.

Primary rainbow

rainbow is an optical effect produced by illuminated droplets of water. Rainbows are caused by reflectionrefraction and dispersion of light in individual droplets and results in the appearance of an arc of spectral colours.

A primary rainbow is formed when sunlight is refracted and reflected by water droplets in the air. The colours of a primary rainbow are always in the same order, with red on the outside and violet on the inside.

  •  A primary rainbow appears when sunlight is refracted as it enters raindrops, reflects once off the opposite interior surface, is refracted again as it escapes back into the air, and then travels towards an observer.
  • The colours in a primary rainbow are always arranged with red on the outside of the bow and violet on the inside.
  • The outside (red) edge of a primary rainbow forms an angle of approx. 42.40 from its centre, as seen from the point of view of the observer. The inside (violet) edge forms at an angle of approx. 40.70.
  • To get a sense of where the centre of a rainbow might be, imagine extending the curve of a rainbow to form a circle.
  • If your shadow is visible as you look at a rainbow its centre is aligned with your head.
  • A primary rainbow is only visible when the altitude of the sun is less than 42.4°.
  • Primary bows appear much brighter than secondary bows and so are easier to see.
  • The curtain of rain on which sunlight falls is not always large enough or in the right place to produce both primary and secondary bows.
Remember that:
  • The centre of a rainbow is always on an imaginary straight line (the axis of the rainbow) that starts at the centre of the Sun behind you, passes through the back of your head, out through your eyes and extends in a straight line into the distance.
  • The centre-point of a rainbow is sometimes called the anti-solar point. ‘Anti’, because it is opposite the Sun with respect to the observer.
  • The axis of a rainbow is an imaginary line passing through the light source, the eyes of an observer and the centre-point of the bow.
  • The space between a primary and secondary rainbow is called Alexander’s band.

Primary rainbow

A rainbow is an optical effect produced by illuminated droplets of water. Rainbows are caused by reflection, refraction and dispersion of light in individual droplets and result in the appearance of an arc of spectral colours.

A primary rainbow is formed when sunlight is refracted and reflected by water droplets in the air. The colours of a primary rainbow are always in the same order, with red on the outside and violet on the inside.

  • A primary rainbow appears when sunlight is refracted as it enters raindrops, reflects once off the opposite interior surface, is refracted again as it escapes back into the air, and then travels towards an observer.
  • The colours in a primary rainbow are always arranged with red on the outside of the bow and violet on the inside.
  • The outside (red) edge of a primary rainbow forms an angle of approx. 42.40 from its centre, as seen from the point of view of the observer. The inside (violet) edge forms at an angle of approx. 40.70.
  • To get a sense of where the centre of a rainbow might be, imagine extending the curve of a rainbow to form a circle.
  • If your shadow is visible as you look at a rainbow its centre is aligned with your head.
  • A primary rainbow is only visible when the altitude of the sun is less than 42.4°.
  • Primary bows appear much brighter than secondary bows and so are easier to see.
  • The curtain of rain on which sunlight falls is not always large enough or in the right place to produce both primary and secondary bows.

Primary visual cortex

The visual cortex of the brain is part of the cerebral cortex and processes visual information. It is in the occipital lobe at the back of the head.

  • Visual information coming from the eyes goes through the lateral geniculate nucleus within the thalamus and then continues towards the point where it enters the brain. At the point where the visual cortex receives sensory inputs is also a point where there is a vast expansion of the number of neurons
  • Both cerebral hemispheres contain a visual cortex. The visual cortex in the left hemisphere receives signals from the right visual field, and the visual cortex in the right hemisphere receives signals from the left visual field.