Gauguin's attitude toward art marked a break from the past and a beginning to modern art. Like all PostImpressionist artists, he passed through an Impressionist phase but became quickly dissatisfied with the
limitations of the style, and went on to discover a new style that had the directness and universality of a symbol
and that concentrated on impressions, ideas and experiences. The beginning of his modern tradition lay in his
rejection of Impressionism. He considered naturalism an error to be avoided. He was preoccupied with
suggestion rather than description, seeking to portray not the exterior, but the essence of things in their purest,
simplest, and most primitive form, which could only be achieved through simplification of the form. He firmly
believed throughout his life that “art is an abstraction” and that “this abstraction [must be derived] from nature
while dreaming before it.” One must think of the creation that will result rather than the model, and not try to
render the model exactly as one sees it. This was the birth of “Synthetism” or rather Synthetist-Symbolic, as
Gauguin referred to it, using the term “symbolic” to indicate that the forms and patterns in his pictures were
meant to suggest mental images or ideas and not simply to record visual experience.
Symbolism flourished around the period of 1885 to 1910 and can be defined as the rejection of direct, literal
representation in favor of evocation and suggestion. Painters tried to give a visual expression to emotional
experiences, and therefore the movement was a reaction against the naturalistic aims of Impressionism.
Satisfying the need for a more spiritual or emotional approach in art, Symbolism is characterized by the desire
to seek refuge in a dreamworld of beauty and the belief that color and line in themselves could express ideas.
Stylistically, the tendency was towards flattened forms and broad areas of color, and features of the movement
were an intense religious feeling and an interest in subjects of death, disease, and sin.
Similarly, “Synthetism” involved the simplification of forms into large-scale patterns and the expressive
purification of colors. Form and color had to be simplified for the sake of expression. This style reacted against
the “formlessness” of Impressionism and favored painting subjectively and expressing one's ideas rather than
relying on external objects as subject matters. It was characterized by areas of pure colors, very defined
contours, an emphasis on pattern and decorative qualities, and a relative absence of shadows.
Gauguin's new art form merged these two movements and succeeded in freeing color, form, and line, bringing
it to express the artists' emotions, sensibilities, and personal experiences of the world around them. His style
created a break with the old tradition of descriptive naturalism and favored the synthesis of observation and
imagination. Gauguin sustained that forms are not discovered in nature but in one's wild imagination, and it was
in himself that he searched rather than in his surroundings. For this reason, he scorned the Impressionists for
their lack of imagination and their mere scientific reasoning. Furthermore, Gauguin used color unnaturalistically
for its decorative or emotional effect and reintroduced emphatic outlines. “Synthetism” signified for him that the
forms of his pictures were constructed from symbolic patterns of color and linear rhythms and were not mere
scientific reproductions of what is seen by the eye.
Dempsey, A., & Dempsey, A. (2010). Styles, Schools and Movements: The Essential Encyclopaedic Guide to
Modern Art. London: Thames & Hudson.
Given the passage’s discussion of Synthetist-Symbolism, and some undiscussed remarks about how Japanese
art influenced Gauguin’s work, which of these features of Japanese painting can be reasonably assumed to
The equation of state of an ideal gas is given by the ideal gas law:
PV = nRT
where P is the pressure, V is the volume, n is the number of moles of gas, R is the ideal gas constant, and T is
the temperature of the gas. The gas particles in a container are constantly moving at various speeds. These
speeds are characterized by the Maxwell shown in the figure below.
If two particles collide, their velocities change. However, if the gas is in thermal equilibrium, the velocity
distribution of the gas as a whole will remain unchanged by the collision.
The average kinetic energy (E) of a gas particle is given by:
Equation 1
where m is the mass of one particle and u is the root mean square speed (rms speed) of the gas particles:
where N is the number of gas particles; this is different from the average speed. For an ideal gas, the kinetic
energy of all the particles is:
Equation 2
where n is the number of moles of gas. Combining these equations gives:
Equation 3
where M is the molar mass of the gas particles.
The average distance a particle travels between collisions is known as the mean free path l. Intuitively, the
mean free path (mfp) could be expected to be larger for gases at low pressure, since there is a lot of space
between particles. Similarly, the mfp should be larger when the gas particles are small. The following
expression for the mfp shows this to be correct.
Equation 4
In this equation, s is the atomic diameter (typically on the order of 10-8), k is the Boltzmann constant, and P is
the pressure.
In addition to colliding with one another, gas particles also collide with the walls of their container. If the
container wall has a pinhole that is small compared to the mfp of the gas, and a pressure differential exists
across the wall, the particles will effuse (or escape) through this pinhole without disturbing the Maxwellian
distribution of the particles. The rate of effusion can be described by:
Equation 5
Where neff is the number of moles of effusing particles, A is the area of the pinhole, P and P1 are the pressures
on the inside and outside of the container wall respectively, and P > P1.
Which of the following will have the smallest root mean square speed at 298K?