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Q180119 Engenharia Elétrica
Considere o circuito da figura acima, com três nós (1, 2 e 3), seis admitâncias (y1 a y6 ), alimentado por duas fontes senoidais de corrente, em regime permanente. Equacionando a solução desse circuito na forma matricial, obtém-se I = Y.V, onde I é o vetor das injeções de correntes nodais, Y a matriz de admitância nodal, e V o vetor das tensões nodais. A expressão do elemento Y22 da matriz Y é

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Q180118 Engenharia Elétrica
Para o circuito apresentado na figura acima, o valor da tensão Vx , em volts, é

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Q180117 Engenharia Eletrônica
A força motriz de um carro elétrico é proveniente de um motor de corrente contínua. O motor é acionado por dois diodos, D1 e D2 , e duas chaves estáticas autocomutáveis, S1 e S2 , conforme indicado na figura acima, onde VCC é a tensão da bateria. Em qualquer instante, uma das chaves estáticas está conduzindo, enquanto a outra, não. Considere as afirmações abaixo sobre o acionamento do motor.
I - A corrente im , mostrada na figura, pode fluir nos dois sentidos.
II - O carro pode andar em marcha a ré, isto é, o sentido de rotação do motor pode ser invertido.
III - É possível recuperar energia para a bateria durante a ação de frenagem motora.
É correto APENAS o que se afirma em



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Q180116 Engenharia Elétrica
As constantes generalizadas de circuito de uma linha de transmissão monofásica são A = 0,80 < 1,5°, B = 145 < 85°Ω, C = 0,0025 < 89,7° S e D = 0,80 <1,5°. Considere que a linha está em vazio, em regime permanente, e a tensão no terminal emissor é igual a 100 < 0° kV. Então, o valor, em kV, do módulo da tensão no terminal receptor da linha é

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Q180115 Engenharia Elétrica
A figura acima mostra a forma de onda da tensão trifásica em um determinado ponto de um sistema de distribuição. Os fasores representativos das componentes de sequências zero, positiva e negativa são V0 = 0,02 ? 20° pu, V1 = 0,80 ?5° pu e V2 = 0,10 ?45° pu, respectivamente. No ponto em questão, o valor percentual do fator de desequilíbrio de tensão é

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Q180114 Engenharia Elétrica
De acordo com as informações acima, e supondo que o gerador está operando com tensão de 25 kV, o valor do módulo da corrente que passa pela linha, em valores por unidade (pu) na base da linha, é

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Q180113 Engenharia Elétrica
O circuito trifásico da figura acima mostra uma carga alimentada por uma fonte. A tensão da fonte é tal que as componentes de sequência zero, positiva e negativa são 9 ? 0° V, 110 ? 15° V e 20 ? 5° V , respectivamente. A carga é aterrada por meio de uma impedância, conforme indicado na figura. De acordo com essas informações, o valor, em ampère, do módulo da corrente de sequência zero presente no circuito é

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Q180112 Engenharia Elétrica
A figura acima apresenta dois wattímetros W1 e W2 ligados a uma carga trifásica, com suas respectivas bobinas de tensão e corrente medindo A1 , V1 e A2 , V2 . Sabe-se, pelo método adotado para a medição, que a potência ativa trifásica é dada pela expressão P3F = A1 V1 cos 25° + A2 V2 cos 85° .Essa carga possui um fator de potência igual a

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Q180111 Engenharia Elétrica
Para a partida de um motor trifásico foi utilizada uma chave estrela-delta. Se a corrente de partida desse motor na configuração estrela é igual a I , na configuração delta a corrente será igual a

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Q180110 Engenharia Elétrica
Após o dimensionamento de um projeto elétrico de baixa tensão, o projetista constatou que, para um dado circuito, a proteção contra contatos indiretos não foi atingida. A providência que NÃO permite solucionar o problema é

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Q180109 Engenharia Elétrica
Uma linha de transmissão de 120 km de extensão possui impedância em série própria igual a 0,02 + j0,05 [O/km] e impedância mútua entre as fases de j0,02 [O/km]. A impedância de sequência direta para essa linha, em ohms, é

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Q180108 Engenharia Elétrica
A respeito do curto-circuito em uma linha de transmissão, analise as afirmativas.
I - O curto-circuito trifásico depende somente do circuito equivalente de Thèvenin de sequência positiva.
II - O curto-circuito bifásico depende dos circuitos equivalentes de Thèvenin de sequências positiva e zero.
III - O curto-circuito monofásico depende dos circuitos equivalentes de Thèvenin de sequências positiva, negativa e zero.
Está correto APENAS o que se afirma em

Alternativas
Q180107 Engenharia Elétrica
A expressão acima apresenta a igualdade entre a matriz fasorial e o produto das matrizes transformação e componentes simétricos. Os valores de x, y e z são respectivamente os componentes simétricos da fase

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Q180106 Engenharia Elétrica
A reatância de uma máquina síncrona de 50 MVA e 15 kV é de 10%. O valor dessa reatância, em p.u., sabendo-se que as bases no setor em que se encontra esse equipamento são de 100 MVA e 30 kV, é

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Q154636 Inglês
Model copes with chaos to deliver relief Computer program helps responders transport supplies in tough conditions
By Rachel Ehrenberg Science News, Web edition: Monday, February 21st, 2011
WASHINGTON — Getting blood or other perishable supplies to an area that’s been struck by an earthquake or hurricane isn’t as simple as asking what brown can do for you. But a new model quickly determines the best routes and means for delivering humanitarian aid, even in situations where bridges are out or airport tarmacs are clogged with planes.
The research, presented February 18 at the annual meeting of the American Association for the Advancement of Science, could help get supplies to areas which have experienced natural disasters or help prepare for efficient distribution of vaccines when the flu hits.
Efficient supply chains have long been a goal of manufacturers, but transport in fragile networks — where supply, demand and delivery routes may be in extremely rapid flux — requires a different approach, said Anna Nagurney of the University of Massachusetts Amherst, who presented the new work. Rather than considering the shortest path from one place to another to maximize profit, her system aims for the cleanest path at minimum cost, while capturing factors such as the perishability of the product and the uncertainty of supply routes. ‘You don’t know where demand is, so it’s tricky,’ said Nagurney. ‘It’s a multicriteria decision-making problem.’
By calculating the total cost associated with each link in a network, accounting for congestion and incorporating penalties for time and products that are lost, the computer model calculates the best supply chain in situations where standard routes may be disrupted.
‘Mathematical tools are essential to develop formal means to predict, and to respond to, such critical perturbations,’ said Iain Couzin of Princeton University, who uses similar computational tools to study collective animal behavior. ‘This is particularly important where response must be rapid and effective, such as during disaster scenarios … or during epidemics or breaches of national security.
’ The work can be applied to immediate, pressing situations, such as getting blood, food or medication to a disaster site, or to longer-term problems such as determining the best locations for manufacturing flu vaccines. . Retrieved April 7th, 2011.
The computer model discussed in the text “…copes with chaos to deliver relief" (title) and analyzes different factors. The only factor NOT taken in consideration in the model is the
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Q154635 Inglês
Model copes with chaos to deliver relief Computer program helps responders transport supplies in tough conditions
By Rachel Ehrenberg Science News, Web edition: Monday, February 21st, 2011
WASHINGTON — Getting blood or other perishable supplies to an area that’s been struck by an earthquake or hurricane isn’t as simple as asking what brown can do for you. But a new model quickly determines the best routes and means for delivering humanitarian aid, even in situations where bridges are out or airport tarmacs are clogged with planes.
The research, presented February 18 at the annual meeting of the American Association for the Advancement of Science, could help get supplies to areas which have experienced natural disasters or help prepare for efficient distribution of vaccines when the flu hits.
Efficient supply chains have long been a goal of manufacturers, but transport in fragile networks — where supply, demand and delivery routes may be in extremely rapid flux — requires a different approach, said Anna Nagurney of the University of Massachusetts Amherst, who presented the new work. Rather than considering the shortest path from one place to another to maximize profit, her system aims for the cleanest path at minimum cost, while capturing factors such as the perishability of the product and the uncertainty of supply routes. ‘You don’t know where demand is, so it’s tricky,’ said Nagurney. ‘It’s a multicriteria decision-making problem.’
By calculating the total cost associated with each link in a network, accounting for congestion and incorporating penalties for time and products that are lost, the computer model calculates the best supply chain in situations where standard routes may be disrupted.
‘Mathematical tools are essential to develop formal means to predict, and to respond to, such critical perturbations,’ said Iain Couzin of Princeton University, who uses similar computational tools to study collective animal behavior. ‘This is particularly important where response must be rapid and effective, such as during disaster scenarios … or during epidemics or breaches of national security.
’ The work can be applied to immediate, pressing situations, such as getting blood, food or medication to a disaster site, or to longer-term problems such as determining the best locations for manufacturing flu vaccines. . Retrieved April 7th, 2011.
In “The work can be applied to immediate, pressing situations," (lines 41-42), the fragment “can be applied" is replaced, without change in meaning, by
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Q154634 Inglês
Model copes with chaos to deliver relief Computer program helps responders transport supplies in tough conditions
By Rachel Ehrenberg Science News, Web edition: Monday, February 21st, 2011
WASHINGTON — Getting blood or other perishable supplies to an area that’s been struck by an earthquake or hurricane isn’t as simple as asking what brown can do for you. But a new model quickly determines the best routes and means for delivering humanitarian aid, even in situations where bridges are out or airport tarmacs are clogged with planes.
The research, presented February 18 at the annual meeting of the American Association for the Advancement of Science, could help get supplies to areas which have experienced natural disasters or help prepare for efficient distribution of vaccines when the flu hits.
Efficient supply chains have long been a goal of manufacturers, but transport in fragile networks — where supply, demand and delivery routes may be in extremely rapid flux — requires a different approach, said Anna Nagurney of the University of Massachusetts Amherst, who presented the new work. Rather than considering the shortest path from one place to another to maximize profit, her system aims for the cleanest path at minimum cost, while capturing factors such as the perishability of the product and the uncertainty of supply routes. ‘You don’t know where demand is, so it’s tricky,’ said Nagurney. ‘It’s a multicriteria decision-making problem.’
By calculating the total cost associated with each link in a network, accounting for congestion and incorporating penalties for time and products that are lost, the computer model calculates the best supply chain in situations where standard routes may be disrupted.
‘Mathematical tools are essential to develop formal means to predict, and to respond to, such critical perturbations,’ said Iain Couzin of Princeton University, who uses similar computational tools to study collective animal behavior. ‘This is particularly important where response must be rapid and effective, such as during disaster scenarios … or during epidemics or breaches of national security.
’ The work can be applied to immediate, pressing situations, such as getting blood, food or medication to a disaster site, or to longer-term problems such as determining the best locations for manufacturing flu vaccines. . Retrieved April 7th, 2011.
Based on the meanings in the text, the two items are antonymous in
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Q154633 Inglês
Model copes with chaos to deliver relief Computer program helps responders transport supplies in tough conditions
By Rachel Ehrenberg Science News, Web edition: Monday, February 21st, 2011
WASHINGTON — Getting blood or other perishable supplies to an area that’s been struck by an earthquake or hurricane isn’t as simple as asking what brown can do for you. But a new model quickly determines the best routes and means for delivering humanitarian aid, even in situations where bridges are out or airport tarmacs are clogged with planes.
The research, presented February 18 at the annual meeting of the American Association for the Advancement of Science, could help get supplies to areas which have experienced natural disasters or help prepare for efficient distribution of vaccines when the flu hits.
Efficient supply chains have long been a goal of manufacturers, but transport in fragile networks — where supply, demand and delivery routes may be in extremely rapid flux — requires a different approach, said Anna Nagurney of the University of Massachusetts Amherst, who presented the new work. Rather than considering the shortest path from one place to another to maximize profit, her system aims for the cleanest path at minimum cost, while capturing factors such as the perishability of the product and the uncertainty of supply routes. ‘You don’t know where demand is, so it’s tricky,’ said Nagurney. ‘It’s a multicriteria decision-making problem.’
By calculating the total cost associated with each link in a network, accounting for congestion and incorporating penalties for time and products that are lost, the computer model calculates the best supply chain in situations where standard routes may be disrupted.
‘Mathematical tools are essential to develop formal means to predict, and to respond to, such critical perturbations,’ said Iain Couzin of Princeton University, who uses similar computational tools to study collective animal behavior. ‘This is particularly important where response must be rapid and effective, such as during disaster scenarios … or during epidemics or breaches of national security.
’ The work can be applied to immediate, pressing situations, such as getting blood, food or medication to a disaster site, or to longer-term problems such as determining the best locations for manufacturing flu vaccines. . Retrieved April 7th, 2011.
In terms of pronominal reference,
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Q154632 Inglês
Model copes with chaos to deliver relief Computer program helps responders transport supplies in tough conditions
By Rachel Ehrenberg Science News, Web edition: Monday, February 21st, 2011
WASHINGTON — Getting blood or other perishable supplies to an area that’s been struck by an earthquake or hurricane isn’t as simple as asking what brown can do for you. But a new model quickly determines the best routes and means for delivering humanitarian aid, even in situations where bridges are out or airport tarmacs are clogged with planes.
The research, presented February 18 at the annual meeting of the American Association for the Advancement of Science, could help get supplies to areas which have experienced natural disasters or help prepare for efficient distribution of vaccines when the flu hits.
Efficient supply chains have long been a goal of manufacturers, but transport in fragile networks — where supply, demand and delivery routes may be in extremely rapid flux — requires a different approach, said Anna Nagurney of the University of Massachusetts Amherst, who presented the new work. Rather than considering the shortest path from one place to another to maximize profit, her system aims for the cleanest path at minimum cost, while capturing factors such as the perishability of the product and the uncertainty of supply routes. ‘You don’t know where demand is, so it’s tricky,’ said Nagurney. ‘It’s a multicriteria decision-making problem.’
By calculating the total cost associated with each link in a network, accounting for congestion and incorporating penalties for time and products that are lost, the computer model calculates the best supply chain in situations where standard routes may be disrupted.
‘Mathematical tools are essential to develop formal means to predict, and to respond to, such critical perturbations,’ said Iain Couzin of Princeton University, who uses similar computational tools to study collective animal behavior. ‘This is particularly important where response must be rapid and effective, such as during disaster scenarios … or during epidemics or breaches of national security.
’ The work can be applied to immediate, pressing situations, such as getting blood, food or medication to a disaster site, or to longer-term problems such as determining the best locations for manufacturing flu vaccines. . Retrieved April 7th, 2011.
The expression in boldface introduces the idea of conclusion in
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Q154631 Inglês
Model copes with chaos to deliver relief Computer program helps responders transport supplies in tough conditions
By Rachel Ehrenberg Science News, Web edition: Monday, February 21st, 2011
WASHINGTON — Getting blood or other perishable supplies to an area that’s been struck by an earthquake or hurricane isn’t as simple as asking what brown can do for you. But a new model quickly determines the best routes and means for delivering humanitarian aid, even in situations where bridges are out or airport tarmacs are clogged with planes.
The research, presented February 18 at the annual meeting of the American Association for the Advancement of Science, could help get supplies to areas which have experienced natural disasters or help prepare for efficient distribution of vaccines when the flu hits.
Efficient supply chains have long been a goal of manufacturers, but transport in fragile networks — where supply, demand and delivery routes may be in extremely rapid flux — requires a different approach, said Anna Nagurney of the University of Massachusetts Amherst, who presented the new work. Rather than considering the shortest path from one place to another to maximize profit, her system aims for the cleanest path at minimum cost, while capturing factors such as the perishability of the product and the uncertainty of supply routes. ‘You don’t know where demand is, so it’s tricky,’ said Nagurney. ‘It’s a multicriteria decision-making problem.’
By calculating the total cost associated with each link in a network, accounting for congestion and incorporating penalties for time and products that are lost, the computer model calculates the best supply chain in situations where standard routes may be disrupted.
‘Mathematical tools are essential to develop formal means to predict, and to respond to, such critical perturbations,’ said Iain Couzin of Princeton University, who uses similar computational tools to study collective animal behavior. ‘This is particularly important where response must be rapid and effective, such as during disaster scenarios … or during epidemics or breaches of national security.
’ The work can be applied to immediate, pressing situations, such as getting blood, food or medication to a disaster site, or to longer-term problems such as determining the best locations for manufacturing flu vaccines. . Retrieved April 7th, 2011.
“such critical perturbations," (lines 34-35) refers to all the items below, EXCEPT
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Respostas
17221: B
17222: A
17223: E
17224: D
17225: C
17226: A
17227: B
17228: B
17229: C
17230: B
17231: A
17232: D
17233: A
17234: C
17235: C
17236: A
17237: E
17238: C
17239: D
17240: C