Recent content by rtareen
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What is the role of NOS and DO/S in network operating systems?
Thank you for your answer and the resources.- rtareen
- Post #3
- Forum: Programming and Computer Science
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What is the role of NOS and DO/S in network operating systems?
I'm attaching a picture for reference. The full reference is Chapter 10 of "Understanding Operating Systems" by McHoes and Flynn., seventh edition. I'm understanding a network operating system (NOS) to be a separate entity from the local operating system that gets the data and gives it to the...- rtareen
- Thread
- Replies: 2
- Forum: Programming and Computer Science
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Comp Sci Unfamiliar Compilation Errors In a Linked List Class (C++)
My Address.txt file is not showing up so I'm pasting it here Edit by moderator: Added code tags include <iostream> #include <string> using std::cout; using std::string; class Address { public: Address(int num = 0, string name = "Default Rd", int unit = 0, string town = "Deafult...- rtareen
- Post #2
- Forum: Engineering and Comp Sci Homework Help
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Comp Sci Unfamiliar Compilation Errors In a Linked List Class (C++)
Hi all. I'm working on my final project for a class. The assignment is to have a linked list of personal records, and then do some things with it. Right now I'm working on the linked list class "List.h". I've implemented a Person class "Person.h" as a composition of 3 subclasses "Address.h"...- rtareen
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- Class Compiler Errors List Programming c++
- Replies: 2
- Forum: Engineering and Comp Sci Homework Help
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I Don't Understand Transformers/How to Apply Them
I'm just going to skip this section. Thanks.- rtareen
- Post #15
- Forum: Electrical Engineering
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I Don't Understand Transformers/How to Apply Them
Yes you do. That's the point of KVL, that the sum of voltages around a closed loop is zero. If you have a 1V voltage source in a closed loop with 1 ohm resistor, the voltage source will provide the current necessary so that there is a -1V drop across the resistor in the direction of the current.- rtareen
- Post #14
- Forum: Electrical Engineering
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I Don't Understand Transformers/How to Apply Them
For the primary winding I'm trying to see if it can act as something that offsets the voltage source in the primary loop. I'm trying to see if KVL would apply. For the secondary loop I'm trying to have it act like a voltage source that provides the correct current so that the voltage drop across...- rtareen
- Post #9
- Forum: Electrical Engineering
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I Don't Understand Transformers/How to Apply Them
I'm already aware of the ideal transformer equations. I even have them derived. My questions are about the behavior of the transformer in a circuit. I'm aware almost everything is available on Wikipedia. It doesn't help. Thats why I chose to come here.- rtareen
- Post #8
- Forum: Electrical Engineering
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I Don't Understand Transformers/How to Apply Them
So that its 1V + V_{winding} = 0. So that V_{winding} = -1V? I guess what I'm asking is if KVL applies to the primary loop.- rtareen
- Post #7
- Forum: Electrical Engineering
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I Don't Understand Transformers/How to Apply Them
This doesn't really help. Let me ask one thing at a time. If the amplitude of the voltage source is 1V. Is the amplitude of the voltage drop across the primary coil equal to -1V? In other words would this work?- rtareen
- Post #3
- Forum: Electrical Engineering
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I Don't Understand Transformers/How to Apply Them
1. We know that a transformer splits a circuit into a primary and secondary circuit. So then, does the secondary coil act as a voltage source for the secondary circuit, or a current source for the secondary circuit? Does it depend on whether the primary circuit uses a voltage/current source as...- rtareen
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- Apply
- Replies: 81
- Forum: Electrical Engineering
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Find the Equivalent Impedance of the Network
I'm only using this book because its supposedly used in this electronics class at my university. If you have any recommendations I wouldn't mind checking out some others.- rtareen
- Post #19
- Forum: Electrical Engineering
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Find the Equivalent Impedance of the Network
Woohoo !- rtareen
- Post #17
- Forum: Electrical Engineering
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Find the Equivalent Impedance of the Network
Thanks. I'll use what I got but flip the sign of the real part. So ##Z_{RL} = 4540 + 4990j##. Then we compute the capacitors impedance ##Z_C = -j(1/(wC) = -j (\frac{1}{2\pi (440)(10^{-7}}) = -3620j##. Then we use ##Z_{eq} = Z_{RL} + Z_{C} = 4540 + (4990 -3620)j = 4540 + 1370j~\Omega## However...- rtareen
- Post #15
- Forum: Electrical Engineering
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Find the Equivalent Impedance of the Network
Yes but doesn't having a capacitor or even an input/output wire in between disrupt that? I deleted my work it was completely off- rtareen
- Post #11
- Forum: Electrical Engineering