This week is all about Energy. Don’t let a boring date get you down. Sometimes things don’t work out, and that’s okay. But often, the energy you share is the energy you receive. If you’re a dead fish, how can you expect your companion to be anything different.
Of course, the type of energy you give also matters. What we’re talking about here is Positive Energy. Positive energy is about engagement and excitement, while Negative Energy is about self-centered, entitled attitude. And, like in Physics, negative energy is abhorrent and shouldn’t exist. But it does in a social context, and if you see your partner treating the waitstaff poorly or complaining about how everyone is trying to do them wrong, or how great their portfolio is, then it’s best to move on.
Personally, I’ve had dates with low energy and high energy. You can generally tell the difference between such interactions with practice and the best practice is to go out there and ask out someone, or to be available and accept an invitation. You never know what will happen until you try and while it may be hard to see the signs right away, with practice, you’ll be able to tell if your partner has positive energy or not real soon! And feel free to learn from my mistakes.
Okay now, if you want to be bored, here’s the full Physics derivation I was trying to convey in the opening of the video. Most people should just skip to the end.
Anyway, here, here’s the full derivation of Energy. First, we form an integral of Force (F) over distance (s) to get Work (W), or Energy expended.
Next, we need do define what Force is. For now, we’ll just say that the Newtonian definition is modified by Special Relativity in terms of mass not being a constant but for now let’s just say mass depends on velocity (mᵥ) and with acceleration (a), we get the Force (F).
Now, let’s consider the definition of acceleration (a), which is the derivative of velocity (v) with respect to time (t).
Finally, as the video cuts off, I was going to explain how velocity (v) is the derivative of distance (s) with respect to time (t).
Returning to the definition of mᵥ, we really should define Force (F) in terms of the change, or derivative, of Momentum (p) with respect to time time (t).
Here, we define momentum (p) in terms of the Lorentz Transform γ(v), the rest mass (m₀), and the velocity (v).
Finally, we define the Lorentz Transform as follows.
Anyway, here’s all you need to know about that Positive Emotional Energy!