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Electrostatic field of spherical conductor

The outline of a spherical conductor is shown below:

Since the net charge on the sphere is zero, since the sphere is a perfectly conducting solid, hence it’s surface charge should be zero, however, from Gauss’ Law
$$ \int \mathbf{E} d\mathbf{A} = Q $$
$$\int_S \mathbf{E} \cdot d\mathbf{A} = 0 $$
The author says that $\mathbf{E} = –
abla \phi$ but this is not possible since there is no scalar potential. I am not able to figure out why this is not correct. Any help will be appreciated.

A:

You can think about the sphere as a perfect conductor with radius $R$. This means that it will have a uniform electric field at all points on its surface.
But since there is no charge inside the sphere, the net flux of electric flux through the sphere is zero, which means that the electric field at any point inside the sphere must be equal to the electric field at the same point on the sphere’s surface. Thus the electric field at the center of the sphere must be given by $\mathbf E = –
abla \phi $ where $\phi$ is a scalar field. Since there are no charges inside the sphere, you just have to make sure that $\phi$ satisfies the Laplace equation, i.e. $
abla^2 \phi = 0$ in the region $\phi
eq 0$ outside the sphere.
By the way, the solution is given by the Newton’s potential for a point charge, which is $$\phi(r) = \frac{q}{4\pi \epsilon_0} \frac{1}{r} + \frac{q}{4\pi \epsilon_0 r}.$$

How to Decompress C&C-Server

I have a problem. I’m using the Decompiler program to get the encoding and the cleartext out of C&C-Server, but I can’t get the cleartext out of it. You know that after I decompile the.rp2 file, I get a bunch of

https://colab.research.google.com/drive/1VPm721dYLbKoFGRMtY6WpYg02oRLZlfY
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While it is not impossible for a developer to carry out a “denial of service” attack in the sense that the attacker sends such a huge number of requests that he or she effectively stifles the server or a whole service completely. The reason why there are only certain scaling limit for CNAME or STMP is because that is a layer-3 routing problem which can be handled at the level of a gateway or router.
The industry has an interest in trying to limit abusive of the system and its resources and consequently are the only part of a network to set a scaling limit like this.
The other reason that these types of limits are used is to make it difficult for the attacker to create a situation in which he or she has a large number of requests to send. Another common use of the limit is to prevent a client with a small IP address from sending a large number of requests. In that case, the gateway will either refuse the connection or respond with a rate-limiting type of response.
There are also cases in which an ISP or data-center administrator sets such a limit, but the common case is a gateway or router administrator. In the case of an IP address limit, the IP address must be configured on the gateway or router.
To learn more about rate limiting, see Google .
Because of the rate-limiting characteristics of these prefixes, it is often possible to make use of the fact that the IP address structure is hierarchal to answer this question. For example, if you want to add a block of 1,000 IP addresses, you could add the IP address of a router with IP address of 192.168.0.1 to your block of 1,000, and specify the block to be 1,001. Because the IP address structure is hierarchal, then the address of the subnet will be associated with the router’s IP address at the top of the hierarchy. When clients connect to that network, they will get the network’s IP address that is next in the IP address hierarchy.
Source: Wikipedia –
Rate Limiting
Source: Wikipedia –  Rate Limiting
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