Answer:
Need more details properly.
Explanation:
Please share more details through w-h-a-t-s-a-p-p at "plus one six four six three five seven four five eight five" to get the solution to this problem.
Thanks!
Sleep mode (or suspend to RAM) is a low power mode for electronic devices such as computers, televisions, and remote controlled devices. These modes save significantly on electrical consumption compared to leaving a device fully on and, upon resume, allow the user to avoid having to reissue instructions or to wait for a machine to reboot. Many devices signify this power mode with a pulsed or red colored LED power light
Hibernation Edit
Main article: Hibernation (computing)
Hibernation, also called Suspend to Disk on Linux, saves all computer operational data on the fixed disk before turning the computer off completely. On switching the computer back on, the computer is restored to its state prior to hibernation, with all programs and files open, and unsaved data intact. In contrast with standby mode, hibernation mode saves the computer's state on the hard disk, which requires no power to maintain, whereas standby mode saves the computer's state in RAM, which requires a small amount of power to maintain.
Hybrid sleep Edit
Sleep mode and hibernation can be combined: the contents of RAM are first copied to non-volatile storage like for regular hibernation, but then, instead of powering down, the computer enters sleep mode. This approach combines the benefits of sleep mode and hibernation: The machine can resume instantaneously, but it can also be powered down completely (e.g. due to loss of power) without loss of data, because it is already effectively in a state of hibernation. This mode is called "hybrid sleep" in Microsoft Windows other than Windows XP.
A hybrid mode is supported by some portable Apple Macintosh computers,[1] compatible hardware running Microsoft Windows Vista or newer, as well as Linux distributions running kernel 3.6 or newer.
ACPI Edit
ACPI (Advanced Configuration and Power Interface) is the current standard for power management, superseding APM (Advanced Power Management) and providing the backbone for sleep and hibernation on modern computers. Sleep mode corresponds to ACPI mode S3. When a non-ACPI device is plugged in, Windows will sometimes disable stand-by functionality for the whole operating system. Without ACPI functionality, as seen on older hardware, sleep mode is usually restricted to turning off the monitor and spinning down the hard drive.
Answer:
Control by PID1
is a control method often used for servos.
Don't you know what a bondage is? Well, it's a system, capable of reaching and
maintain a setpoint thanks to the measurements it performs.
Imagine, for example, in a car on the highway. You want to drive at 130Km / h
without having to press the accelerator. Your car's cruise control should
by itself maintain this speed. When approaching a slope the system "notices" that for
the same power at the level of the motor, it no longer reaches the 130 km / h setpoint and will add a
little acceleration. Yes but by how much? And how long will it take for the system to
stabilize around the setpoint?
That's the whole servo problem and PID control is one way to solve it!
PID is the most widely used regulator in industry. The idea of this control body is to
intentionally modify the value of the error which remains between the setpoint and the measurement
performed.
For example in the case of a position control the error would be: ε = c (p) - s (p)
In the case of proportional control, the error is virtually amplified by a certain gain
constant that should be determined according to the system.
Setpoint (t) = Kp.ε (t)
What in Laplace gives:
Setpoint (p) = Kp.ε (p)
Explanation:
Implement the simulation of a biased 6-sided die which takes the values 1,2,3,4,5,6 with probabilities 1/8,1/12,1/8,1/12,1/12,1/
hjlf
Answer:
see explaination
Explanation:
import numpy as np
import matplotlib.pyplot as plt
a = [1, 2, 3, 4, 5, 6]
prob = [1.0/8.0, 1.0/12.0, 1.0/8.0, 1.0/12.0, 1.0/12.0, 1.0/2.0]
smls = 1000000
rolls = list(np.random.choice(a, smls, p=prob))
counts = [rolls.count(i) for i in a]
prob_exper = [float(counts[i])/1000000.0 for i in range(6)]
print("\nProbabilities from experiment : \n\n", prob_exper, end = "\n\n")
plt.hist(rolls)
plt.title("Histogram with counts")
plt.show()
check attachment output and histogram
