The Mac
7 months ago

The Mac

@TheMac
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In response Laurie Sunshine to her Publication

I’m around… watching… catch me on truth or

https://twitter.com/notthemacanon1/status/1628482184712450050?s=46&t=Qp3grtVjmtSJFMAjAo00uQ

Love you all dearly. 🙏🏻❤️

In response The Mac to his Publication
In response The Mac to his Publication

Maia was the wet nurse of the ancient Egyptian pharaoh Tutankhamun in the 14th century BC. Her rock-cut tomb was discovered in the Saqqara necropolis in 1996.

In response The Mac to his Publication

"two knights fought to win the hand of a fair maiden"

In response The Mac to his Publication

Meritaten, also spelled Merytaten, Meritaton or Meryetaten (Ancient Egyptian: mrii.t-itn)[1] (14th century BC), was an ancient Egyptian royal woman of the Eighteenth Dynasty of Egypt. Her name means "She who is beloved of Aten"; Aten being the sun-deity whom her father, Pharaoh Akhenaten, worshipped

In response The Mac to his Publication

Aten also Aton, Atonu, or Itn (Ancient Egyptian: jtn, reconstructed [ˈjaːtin]) was the focus of Atenism, the religious system established in ancient Egypt by the Eighteenth Dynasty pharaoh Akhenaten.

In response The Mac to his Publication

Old English, from ecclesiastical Latin, from Greek amēn, from Hebrew 'āmēn ‘truth, certainty’, used adverbially as expression of agreement, and adopted in the Septuagint as a solemn expression of belief or affirmation.

In response The Mac to his Publication

Anen or Aanen was an ancient Egyptian nobleman and official of the Eighteenth Dynasty. A priest and administrator, his period of royal service occurred largely during the reign of his brother-in-law, Amenhotep III.

In response The Mac to his Publication

AN ENJOYABLENESS

In response The Mac to his Publication

enjoyable (adj.)

1640s, "capable of being enjoyed," from enjoy + -able. Meaning "affording pleasure" is from 1744. Related: Enjoyably; enjoyableness

In response Linda Moore to her Publication

Middle English: from Old French resembler, based on Latin similare (from similis ‘like’

likable (comparative more likable, superlative most likable)

(American spelling) Capable of being liked.

like
/lʌɪk/
verb
past tense: liked; past participle: liked
1.
find agreeable, enjoyable, or satisfactory.

"all his classmates liked him"

In response Laurie Sunshine to her Publication

❤️👍🏻

In response Laurie Sunshine to her Publication

You are so positive and uplifting. Bless your heart. ❤️

In response Linda Moore to her Publication

🙏🏻❤️

In response Laurie Sunshine to her Publication

❤️👈🏻

In response jeanie 333 to her Publication

Positive negative positive negative positive negative and so on.

In response The Mac to his Publication
In response The Mac to his Publication
In response The Mac to his Publication

Animation showing the radiation pattern of a phased array of 15 antenna elements spaced a quarter wavelength apart as the phase difference between adjacent antennas is swept between −120 and 120 degrees. The dark area is the beam or main lobe, while the light lines fanning out around it are sidelobes.

In response The Mac to his Publication
In response The Mac to his Publication

Starlink is a low Earth orbit satellite constellation that is under construction as of 2021. It is designed to provide broadband internet connectivity to consumers; the user terminals of the system will use phased array antennas

In response The Mac to his Publication

5G New Radio (NR) has been designed to fully support Massive MIMO as a native technology from the start. The vastly increased coverage, capacity and user throughput that Massive MIMO provides has quickly made it a natural and essential component of cellular network deployments. 5G Radio Antenna System.16 Feb 2022

In response The Mac to his Publication

The shape of the entire mirror is constantly adjusted by a MIMO active optics control system using input from multiple sensors at the focal plane, to compensate for changes in the mirror shape due to thermal expansion, contraction, stresses as it is rotated and distortion of the wavefront due to turbulence in the atmosphere. Complicated systems such as nuclear reactors and human cells are simulated by a computer as large MIMO control systems.

In response The Mac to his Publication

Control systems can be divided into different categories depending on the number of inputs and outputs.

Single-input single-output (SISO) – This is the simplest and most common type, in which one output is controlled by one control signal. Examples are the cruise control example above, or an audio system, in which the control input is the input audio signal and the output is the sound waves from the speaker.
Multiple-input multiple-output (MIMO) – These are found in more complicated systems. For example, modern large telescopes such as the Keck and MMT have mirrors composed of many separate segments each controlled by an actuator.

In response The Mac to his Publication

Control theory is a field of mathematics that deals with the control of dynamical systems in engineered processes and machines. The objective is to develop a model or algorithm governing the application of system inputs to drive the system to a desired state, while minimizing any delay, overshoot, or steady-state error and ensuring a level of control stability; often with the aim to achieve a degree of optimality.

In response The Mac to his Publication

In audio systems, if a microphone is placed close to a loudspeaker, parasitic oscillations may occur. This is caused by positive feedback, from amplifier's output to loudspeaker to sound waves, and back via the microphone to the amplifier input. See Audio feedback.

In response The Mac to his Publication

Parasitic oscillation is undesirable for several reasons. The oscillations may be coupled into other circuits or radiate as radio waves, causing electromagnetic interference (EMI) to other devices. In audio systems, parasitic oscillations can sometimes be heard as annoying sounds in the speakers or earphones. The oscillations waste power and may cause undesirable heating. For example, an audio power amplifier that goes into parasitic oscillation may generate enough power to damage connected speakers. A circuit that is oscillating will not amplify linearly, so desired signals passing through the stage will be distorted. In digital circuits, parasitic oscillations may only occur on particular logic transitions and may result in erratic operation of subsequent stages; for example, a counter stage may see many spurious pulses and count erratically.

In response The Mac to his Publication

Parasitic oscillation is an undesirable electronic oscillation (cyclic variation in output voltage or current) in an electronic or digital device. It is often caused by feedback in an amplifying device. The problem occurs notably in RF,[1] audio, and other electronic amplifiers[2] as well as in digital signal processing.[3] It is one of the fundamental issues addressed by control theory.[4][5][6]

In response The Mac to his Publication

Electronic oscillation is a repeating cyclical variation in voltage or current in an electrical circuit, resulting in a periodic waveform.[1] The frequency of the oscillation in hertz is the number of times the cycle repeats per second.

The recurrence may be in the form of a varying voltage or a varying current. The waveform may be sinusoidal or some other shape when its magnitude is plotted against time. Electronic oscillation may be intentionally caused, as in devices designed as oscillators, or it may be the result of unintentional positive feedback from the output of an electronic device to its input. The latter appears often in feedback amplifiers (such as operational amplifiers) that do not have sufficient gain or phase margins. In this case, the oscillation often interferes with or compromises the amplifier's intended function, and is known as parasitic oscillation.

In response The Mac to his Publication

tACS is similar to tDCS in many aspects but uses oscillating electrical currents at particular frequencies, instead of a direct current, and its main aim is to modulate intrinsic oscillatory activity in the brain (Fig. 7).