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Details

Capitalism and Art
n/a
17
Aerospace Engineering
2nd Grade
03/06/2012

Additional Aerospace Engineering Flashcards

 


 

Cards

Term

Pat Lyon at the Forge - John Neagle

 

Definition

 

§  Realist sense, less provocative

 

§  Connected to labor in body, person, and spirit

 

§  Fruits of the labor will presumably not be alienated from the worker

 

 

 

Term
Risa Bonheur - Plowing in the Nivernals
Definition

 

§  Natural, plowing, labor as part of the landscape

 

§  Human belonging with livestock, driven by something other than the pursuit of profit and maximization of product

 

§  Subsistence product


 

Term
Gustave Courbet - A Burial at Ornans
Definition

 

§  Social nature of relationships

 

§  Suffering seen at the grave-site

 

§  Communal remembrance of suffering


[image]

 

Term

Winslow Homer

 

The Old Mill (1871)

 

Morning Bell (1873)

 

 

Definition

 

§  Beginnings of the impact of industry

 

§  Formation of a working class

 

§  Going to work at a particular time

 

§  The nature of time is being organized by work time


[image]

 

Term
Honore Daumier - 3rd class carriage
Definition

 

§  More abstract, depiction of laborers

 

§  Distinctive class barriers

Means of transportation


 

Term
Joseph Mallard Turner - Rain, Stem and Speed
Definition

 

§  Locomotive exponentially increases the quantity of speed available for use


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

Term
David Harvey - Time Compression
Definition

 

§  Technology revolutionized time and space by compressing it, point A is not so far from point B

 

§  Challenge to human mastery and control (accidents, fire, death, violence)

 

§  Proportion and size altered through urbanization

 

§  New technologies cause capitalism to expand

 

§  Risk is now part of the environment – elevators, cars, tall buildings

 

§  Humans are now made to feel smaller and more anonymous

 

Term

Claude Monet - Railroad Bridge at Argentuill

 

[image]

Definition

 

§  Traditional sense, nostalgic, with the new technology

 

§  Middle class leisurely behavior

 

§  Natural landscape touched slightly by industrialization

 

§  Escapist

 

Term

Jozef Mohoffer - Strange Garden

 

Definition

 

§  Romantic, looking back to a greek scene

 

§  Use of flowers, etc. is very classical, esp when it comes to greek sculpture

Image of rustic, rural france

Term

Monet - Water Lillies

 

Definition

 

§  Politically escapist

 

§  World of leisure and luxury during a time when the world was being changed and nature was being industrialized

 

Term
Steiglitz - The Crowd
Definition

 

§  Anonymity of the face and person in the image

 

Term

Van Gogh - Night Cafe

 

Definition

 

§  Malaise, noir feel, person is melancholic

 

§  Incipient early capitalism and early urbanization

 

Term

Andre Derrain - London Bridge

 

 

Definition

 

§  People getting blurred into the landscape

 

§  People are becoming part of the background of things, and things are more important

 

§  Commodity fetishism

 

Term
Van Gogh - a pair of shoes
Definition

 

§  Shoes as a symbol of the lack fo a human being under conditions of an advanced industry

 

§  Laborer is substitutable

 

§  Labor is purchased as a commodity, it is time, a wage, not a person

 

§  Invitation for us to see the void capitalism carves out for the working class

 

§  Treating individuals as non-humans, part of an assembly line

Step into these shoes and experience the void to raise consciousness

Term
Portraits in Industrial Era
Definition

 

§  Renaissance – nobles asking artists, realist, like photographs

 

§  Nothing abstract

 

§  Melancholy grows in portraits

 

§  Depression, lack of social relationships

 

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