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mes 3Speak Podcast

Listen and watch the latest videos from mes. Hosted by 3Speak.tv. The free speech video platform on the HIVE blockchain.

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Example 5: Horizontal Distance Traveled by a Projectile

mes 3Speak Podcast ·

2026/05/01

https://3speak.tv/watch?v=mes/8dbed9fa In this video, I determine the vector formula for path of a projectile launched at an angle by integrating the acceleration due to gravity acting on it, and then integrating its velocity vector. When the y-component of the position vector is equal to zero (i.e. the object strikes the ground), the corresponding non-trivial time variable corresponds to the horizontal distance traveled. This distance is maximized when the launch angle is π/4 radians or 45

Martin Fleischmann Recounts the 1985 "Hole in the...

mes 3Speak Podcast ·

2026/04/30

https://3speak.tv/watch?v=mes/31739ef7 In this video, I have clipped out a short clip of the 2003 interview between Martin Fleischmann and Steven Krivit in which Martin discusses the 1985 palladium electrolysis experiment which caused a 1-foot diameter hole in the very hard lab bench and a large pit in the concrete floor 4-inches deep, with particulate dust present in the air. I have also included additional details about the experiment, as well as providing an overview of the general electrolysis

MES Math Q/A 61: What is a Hologram?

mes 3Speak Podcast ·

2026/04/29

https://3speak.tv/watch?v=mes/bbc55c29 If you have math related questions, I may have answers.April 22, 2026 Wednesday at 10:00 AM PST #math #hologram #physics #aether #light Summary: https://inleo.io/threads/view/mes/re-leothreads-7oaubsqq MES Math Q/A playlist: https://www.youtube.com/playlist?list=PLai3U8-WIK0F1GgkU63uA9NIncxDS2q0- All Streams: https://www.youtube.com/@mes/streams . Become a MES Super Fan! https://www.youtube.com/channel/UCUUBq1GPBvvGNz7dpgO14Ow/join DONATE! ʕ •ᴥ•ʔ

Example 4: Newton's Second Law of Motion and...

mes 3Speak Podcast ·

2026/04/29

https://3speak.tv/watch?v=mes/a95ab284 In this video, I go over the vector version of Isaac Newton's 2nd Law of Motion, which states that if a force F acts on a particle of mass m producing an acceleration a, then F = m a, where F and a are vectors in the same direction. I illustrate this with an example on an object moving in a circular path. The resulting force points in the opposite direction of the position vector, thus is always pointing inwards towards the origin. Such a force is called a

Example 3: Integrating Acceleration and Velocity...

mes 3Speak Podcast ·

2026/04/26

https://3speak.tv/watch?v=mes/3c6407ef In this video, I show that we can obtain the velocity of a moving object by first integrating its acceleration vector to obtain its velocity and then integrating the velocity vector. This follows from my earlier videos on derivatives and integrals of vector functions by their components. I illustrate this with an example and show that the integration constants can be solved by plugging in the initial time variable, in our case t = 0. Thus, the velocity vector

Trailer for MES Livestream 131: Dr. Judy Wood's...

mes 3Speak Podcast ·

2026/04/25

https://3speak.tv/watch?v=mes/1c269b1e - MES Livestream 131: https://youtube.com/live/RhNqdPhEYz0Stream notes: https://peakd.com/hive-113182/@mes/livestream-131-dr-judy-wood-evidence-theory-911-f99 Clips taken from: Dr. Judy Wood tells Joyce Riley about her "theory": https://t.me/meslinks/34445 MES making Jonathan Cole look like a fool: https://t.me/meslinks/32316 Richard Gage wants to debate MES: https://t.me/meslinks/18941 Richard Gage presentation debunks my photos:

Example 2: Velocity and Acceleration of an Object...

mes 3Speak Podcast ·

2026/04/22

https://3speak.tv/watch?v=mes/e8759ef8 In this video, I go over an example of obtaining and graphing the velocity and acceleration vectors of an object moving in 3D whose position vector is known. This follows from my earlier video in which I showed that the velocity of an object is just the derivative of its position vector, and likewise, the acceleration is the derivative of the velocity vector — hence the second derivative of the position vector. The speed of the moving object is obtained just by

Velocity and Acceleration as Derivatives of the...

mes 3Speak Podcast ·

2026/04/21

https://3speak.tv/watch?v=mes/cf69f664 In this video, I show that the derivative of the position vector of a particle moving in 3D space is just the velocity, and likewise the acceleration is obtained as the derivative of the velocity. Thus, just knowing the position vector, we can obtain the velocity and acceleration vectors of the particle. And the speed of the object is obtained by calculating the magnitude or length of the velocity vector, which we can calculate via the distance formula. I go

RARE Steven Krivit Interview with Martin Fleischmann...

mes 3Speak Podcast ·

2026/04/20

https://3speak.tv/watch?v=mes/0838bf62 In this video, I have uploaded a rare August 24, 2003 interview by New Energy Times founder Steven Krivit with THE cold fusion / Low Energy Nuclear Reactions (LENR) scientist Martin Fleischmann, filmed at a bar during the 10th International Conference on Cold Fusion (ICCF), Cambridge, Massachusetts, USA. In this candid interview, Martin expresses his disappointment in how his cold fusion discovery in the late 1980s has been dismissed by the mainstream

MES Livestream 130: 9/11 Planes Research Discusses...

mes 3Speak Podcast ·

2026/04/18

https://3speak.tv/watch?v=mes/ef038386 9/11 Planes Research joins the show to discuss technology used in generating the 3D images in the sky, the delayed explosions, and the plane-shaped holes in the Twin Towers. We will also discuss the Excel database I have compiled of the many anomalies involved with the alleged passengers and flights.April 11, 2026 SATURDAY at 1 PM PST / 3 PM CST / 4 PM EST / 11 PM CAT / 21:00 GMT (UK) #911Truth #DEW #hologram #technology #3D Trailer: 9/11 Planes Research

Motion in Space: Velocity and Acceleration

mes 3Speak Podcast ·

2026/04/17

https://3speak.tv/watch?v=mes/e443f9d3 In this video, I go over further into vector functions, and this time look at motion in space in terms of the velocity, acceleration, and position of objects moving in 2D or 3D space. Using the fact that the rate of change of the position of an object is the velocity, and likewise that the rate of change of velocity is the acceleration, I show we can write the velocity and acceleration of an object just in terms of the derivatives of the position vector

MES Math Q/A 60: What is the Brewster's...

mes 3Speak Podcast ·

2026/04/15

https://3speak.tv/watch?v=mes/3563abbd If you have math related questions, I may have answers. April 8, 2026 Wednesday at 10:00 AM PST #math #polarization #physics #aether #light Summary: https://inleo.io/threads/view/mes/re-leothreads-2qrxqogpg MES Math Q/A playlist: https://www.youtube.com/playlist?list=PLai3U8-WIK0F1GgkU63uA9NIncxDS2q0- All Streams: https://www.youtube.com/@mes/streams . Become a MES Super Fan! https://www.youtube.com/channel/UCUUBq1GPBvvGNz7dpgO14Ow/join DONATE! ʕ •ᴥ•ʔ

Graphing Real Spherical Harmonics in Desmos Calculator

mes 3Speak Podcast ·

2026/04/01

https://3speak.tv/watch?v=mes/a058e2ca In this video, I graph out the real spherical harmonics using the amazing Desmos graphing calculator via a project someone made. I do a quick breakdown of the formulas they used, noting the added normalization constants, and how it matches up with our derived formulas from solving Laplace's equation in spherical coordinates. I also show what effects tinkering with the principal, orbital angular momentum, and magnetic quantum numbers has on the resulting 3D

MES Math Q/A 59: What is Polarization of Waves?

mes 3Speak Podcast ·

2026/04/01

https://3speak.tv/watch?v=mes/1c1d1436 If you have math related questions, I may have answers.March 25, 2026 Wednesday at 10:00 AM PST #math #polarization #physics #aether #light Summary: https://inleo.io/threads/view/mes/re-leothreads-2vwtc7emv MES Math Q/A playlist: https://www.youtube.com/playlist?list=PLai3U8-WIK0F1GgkU63uA9NIncxDS2q0- All Streams: https://www.youtube.com/@mes/streams . Become a MES Super Fan! https://www.youtube.com/channel/UCUUBq1GPBvvGNz7dpgO14Ow/join DONATE! ʕ •ᴥ•ʔ

Real Spherical Harmonics – Removing the Imaginary Terms

mes 3Speak Podcast ·

2026/03/30

https://3speak.tv/watch?v=mes/2d1e95ad In this video, I derive the real spherical harmonics by excluding the imaginary complex i terms from the complex spherical harmonics. The real spherical harmonics are what are typically plotted when graphing atomic orbitals or magnetic fields, since they are easier to visualize in 3D and still inherit the important properties of complex spherical harmonics. I derive the proportion forms (thus excluding the proportionality constants) of the real spherical

Trailer for MES Livestream 129: Wireless Radiant...

mes 3Speak Podcast ·

2026/03/28

https://3speak.tv/watch?v=mes/7422fff9 - MES Livestream 129: https://youtube.com/live/xi4Xspdzs3sStream notes: https://peakd.com/hive-128780/@mes/livestream-129-beneficencetv-radiant-energy-9xm Clip taken from: https://drive.google.com/file/d/17QYWOPVyCDOJ2ideZSeAXvlkpIICmWrf/view Livestream Trailers playlist: https://www.youtube.com/playlist?list=PLai3U8-WIK0HXpKO2zvaB63b2n7IerM3z BeneficenceTV playlist: https://www.youtube.com/playlist?list=PLai3U8-WIK0EbRnMsUBx2RxlerL7GQuLX MES Livestreams:

Spherical Harmonics – Solutions to the Angular Laplacian

mes 3Speak Podcast ·

2026/03/27

https://3speak.tv/watch?v=mes/65445edf In this video, I go over the actual spherical harmonics equations, which exclude the radial terms from the solid spherical harmonics I had derived earlier. The spherical harmonics can be combined into one function that contains all of the angular terms, thus essentially treating the sphere's radius as a constant. I also show how the spherical harmonics can be considered the solution of a modified Laplace equation, and hence a modified Laplace operator termed

Solid Spherical Harmonics – Solutions to Laplace's...

mes 3Speak Podcast ·

2026/03/23

https://3speak.tv/watch?v=mes/9d41089b In this video, I go over the derivation of the solid spherical harmonics, which are solutions to the Laplace equation in spherical harmonics. They are referred to as "solid" because they include the radial term as well. I use separation of variables to define a function that is a multiple of 3 separated functions, and then selected separation constants to obtain a periodic, repeating solution. I solve the function corresponding to the azimuthal angle ɸ via the

Laplace Operator (Laplacian) in Spherical Coordinates...

mes 3Speak Podcast ·

2026/03/20

https://3speak.tv/watch?v=mes/034f3436 In this video I derive the Laplace Operator or Laplacian in spherical coordinates by applying the Laplacian in polar coordinates twice: once for the azimuthal (ф) angle and once for the polar angle (θ). Adding the two polar Laplacians, cancelling out terms, and writing the partial derivatives in terms of the spherical coordinates, we obtain the Laplace Operator in spherical coordinates!#math #polarcoordinates #calculus #sphericalcoordinates

Laplace Operator (Laplacian) in Polar Coordinates –...

mes 3Speak Podcast ·

2026/03/18

https://3speak.tv/watch?v=mes/294e58ab In this video I derive the Laplace Operator or Laplacian in polar coordinates, which will come in handy when I derive the Laplacian in spherical coordinates in the next video. Since polar coordinates are in two dimensions (2D), the corresponding Laplacian is also in 2D, and is the sum of the second partial derivatives of a function in terms of x and y. I use the tree structure for remembering the order of chain rule for partial derivatives to first write the

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