Indeed.
Let's try to picture what is happening.
What is an electric field?
this is what we have playing on the stage:
Space: in which bodies and charges are placed.
Time: not of our interest if for our considerations we look at a single snapshot of the system and for which snapshot we proceed in calculating properties.
Bodies: if no bodies at all then we would only have empty space, not really interesting.
Bodies are made of matter. Matter is made of particles, sub-particles and so on.
Bodies made of charged particles have electric properties: this is to say that the presence of one body influences at a distance another body. In this case we consider electrical influences (perturbations). So that the presence of one charged body can influence the another charged body.
What kind of influence? By definition of electric field we are talking about forces.
What is a force? a force is mass times acceleration. Acceleration is change in velocity. So force depends on the mass of an object and on how its speed changes with time. As a consequence takes much more force to accelerate a very massive body then it takes to impinge the same acceleration to a less massive one.
Going back to influences between charged bodies.
A body that possess a charge can exert a force on another charged body. The electric field tells us what kind of force a charged body can exert on another charged body.
Assuming that by 'Strength' (in the question) one means the magnitude of the electric field vector (vector quantity since electric field contains both information about magnitude and direction), then according to the definition E=F/q and depending on the sign of F and q, the magnitude can be negative.
where:
E is the magnitude of the electric field vector [Newton/Coulomb];
F is the force experienced by the charge placed in the electric field [Newton];
q is the charge [Coulomb].
Consider that in electrostatics (the snapshot scenario in which we neglect time evolution) Force is given by the Coulomb equation:
F= (Q1x Q2)(R2)-1(constant)
where:
F is the force exerted by the body carrying the charge Q2 on the body carrying the charge Q1,and viceversa (according to principle of action and reaction) [Newton]
Q1 is the charge of body 1.
Q2 is the charge of body 2.
R2 is the square of the distance between charges Q1 and Q2. If body 1 and body 2 carrying the charges are of spherical shape, then the distance R is measured from the centres of the spheres.
constant is a term including the permittivity of free space (or adjusted constant depending on medium in which the electromagnetic waves between the two bodies are travelling); it's a term that strictly speaking takes care of units and slightly adjust the numerical result. Conceptually (qualitatively) this term is not important, with except of sorting out the units.
A positive electric field strength indicates that the field is directed away from a positive charge or towards a negative charge. It signifies the direction in which a positive test charge would move if placed in the electric field.
The electric field is a vector quantity that can have both positive and negative values. The sign indicates the direction of the force that a positive test charge would experience if placed in the field: positive for a repulsive force and negative for an attractive force.
The electric field strength at a point in space is a vector quantity that indicates the force that a positive test charge would experience at that point. It is defined as the force per unit positive charge and is directed along the field lines towards the negative charge. The strength of the electric field decreases with increasing distance from the source of the field.
The electric field around a negative charge radiates outward, with field lines directed toward the charge. This means that a positive test charge placed in this field would be attracted toward the negative charge. The strength of the field decreases with distance from the negative charge.
In a uniform electric field with the same strength at all points, the electric field lines are straight, parallel, and evenly spaced. This indicates that the electric field strength is constant.
A positive electric field strength indicates that the field is directed away from a positive charge or towards a negative charge. It signifies the direction in which a positive test charge would move if placed in the electric field.
The electric field is a vector quantity that can have both positive and negative values. The sign indicates the direction of the force that a positive test charge would experience if placed in the field: positive for a repulsive force and negative for an attractive force.
The electric field strength at a point in space is a vector quantity that indicates the force that a positive test charge would experience at that point. It is defined as the force per unit positive charge and is directed along the field lines towards the negative charge. The strength of the electric field decreases with increasing distance from the source of the field.
The electric field around a negative charge radiates outward, with field lines directed toward the charge. This means that a positive test charge placed in this field would be attracted toward the negative charge. The strength of the field decreases with distance from the negative charge.
In a uniform electric field with the same strength at all points, the electric field lines are straight, parallel, and evenly spaced. This indicates that the electric field strength is constant.
The relationship between charges and the strength of an electric field is that the strength of the electric field is directly proportional to the magnitude of the charges creating the field. This means that the stronger the charges, the stronger the electric field they produce. Additionally, the distance from the charges also affects the strength of the electric field as it decreases with increasing distance.
The electric field around a negative charge points inward, towards the charge, while the electric field around a positive charge points outward, away from the charge. The electric field strength decreases with distance from both charges, following an inverse square law relationship.
The strength of an electric field increases as you get closer to it. This is because the electric field lines are more concentrated closer to the source of the field. The strength of an electric field is inversely proportional to the square of the distance from the source.
The velocity experienced by an electron in an electric field depends on the strength of the field and the mass of the electron. The velocity will increase as the electric field strength increases. The electron will accelerate in the direction of the electric field.
The strength of an electric field is most affected by the magnitude of the charges creating the field and the distance between them. Increasing the magnitudes of the charges or decreasing the distance between them will increase the strength of the electric field.
The work done by an electric field on a charged particle can be calculated using the formula: Work = charge of the particle x electric field strength x distance moved. The work is positive if the electric field and the displacement are in the same direction, and negative if they are in opposite directions.
The strength of an electric field depends on the charge of the object creating the field (Q) and the distance from the object (R).