Need more information to fully answer your question.

What system are you designing? is it an analogue circuit or computer.

What are the inputs and outputs (just the ones relevant to your question.

The simple answer is that speed = dx/dt  (distance over time). but I suspect your question is more complicated than this.

Best

Paul

Hi Dear Paul:

If we assume that the the circuit state in designing systems for embedded system components in the right place we have different conditions to observe. Observe the important factors such as speed, time and direction can have great effect on the design of a system. Thus, the rate of entry or exit of each factor on a system level or duration of the process and determine the direction of this process can be very important. These systems can be designed and conducted studies in space orientation and in the ideal case (circles) and real space-time can be more like the human systems to get done.

In your opinion, what is the relationship between speed and processing time when there will be an impact on the systems?

Thanks

The time constant (tau) of a first order low-pass system is related to the cut-off frequency f0 by the following equation f0=1/(2*pi*tau). The Nyquist frequency for sampling data for this system needs to be higher than 2*f0=1/(pi*tau). I hope this will start a new line of this interesting discussion :-)

As speed is d/dt of distance(x) or dx/dt, and relation between speed and time means ,"speed inversely praposnal to time". for designing system. of N=K(1/T). Where K the constant, if revolution then speed would be revolution per second. For computer/microprocessor reference clock(K) considered, hence micro RTL, macro RTL, Instruction execution time measured in terms of cycle/micro sec or neon sec.

circuit design can be modeled namely with driving frequency say reference clock as speed and processing time (upper bound) . The signals rate of arrival and them processed for providing the output as speed or the circuits switching rate. Eg : digital circuits.

control system concepts of modeling analog &/ otherwise, independent of type of inputs, observable/controllable parameters in state space representation gives you a way of estimating time complexity while implementation will give you space as area in circuit level . Eg: DSP implementation or simple MAC units. For these normally inverse z-transformers which represents unit delay or using Laplace transform.

. Eg: PLL circuit is done for various sub-circuits. There are quite a lot of papers on this ...

It seems none of us really understand your question, as there are several very different ways of interpreting it. Please clarify.

definition  of System  is a must for getting probable answers.

only then one can judge its complexity(not only from Computer science point of view) and complications and attempt to answer. else "garbage in garbage out."

suggest that whoever raised the question should give the definition/ atleast a clear explanation of system that he/she is having in mind. since social systems are also in existence!!!

Hi and thanks:

The main approach of our research model on which the system is based on the circuit in Fig.

We can see all components in the circuit. So we are forced to live this way and designing systems to do the same way.

The main objective of this model (systemic circuit), presented a project on which we evaluate the performance of dynamical systems and mechanical components of the system, the model for the design of human systems.

A model in which the rules and structure of the circuit is the perfect fit.

Perhaps this is the kind of philosophy, but we can help each other to achieve a comprehensive plan.

For example, the plan proposed by the Dr. Soares:

Resonator quality factor is a measure of energy loss that determines the mechanical damping. If the time constant tau is unloaded resonator and resonator frequency f0, the quality factor is defined as follows.

Q=pi *f0*tau

   The time constant is larger; the larger will be the quality factor and lower power dissipation. Thus, the Q-factor is increased, the frequency stability is better and the indications are that the system is well isolated from the environment and minimizing the impact of external factors on it.

Accordingly, identifying the quality of a system can reduce the damping system.

best

Where is the figure?

Please clarify and provide the figure of this problem

HI

Paul and Kanticha

please see the film below and fig. of model

In each of these systems is common point system axis, and main site of the original gravity and formed the core of a system. Therefore, motion in each system necessarily revolves around the created begins.

best