Z Wave

Lagging (atraso) b) Leading (indicador desempenho dos resultados) (avanço) 6 - Perspectiva dos processos internos incorpora: a) Ciclos longos de inovação (Long waves) b) Ciclos curtos de operação (Short wave) O BALANCED SCORECARD COMO SISTEMA GERENCIAL O BALANCED SCORECARD COMO SISTEMA GERENCIAL E s c la r e c e n d o e T ra d u z in d o a V is ã o e a E s tra té g ia . • E s c la re c e n d o a v is ã o • E s ta b e le c e n d o o c o n s e n s o C o m u n ic a n d o e …

done for gravity. r ˆ ˆ 22.30: Given E = (−5.00 ( N C) ⋅ m) x i + (3.00 ( N C) ⋅ m) z k , edge length r ˆ ˆ L = 0.300 m, L = 0.300 m, and ns1 = − ˆ ⇒ Φ1 = E ⋅ nS1 A = 0. j r ˆ ˆ ˆ nS1 = + k ⇒ Φ 2 = E ⋅ nS2 A = (3.00 ( N C) ⋅ m)(0.300 m) 2 z = (0.27 ( N C)m) z = (0.27 ( N C)m)(0.300 m) = 0.081 ( N C) m 2 . r ˆ ˆ nS3 = + ˆ ⇒ Φ 3 = E ⋅ nS3 A = 0. j r ˆ ˆ ˆ nS4 = −k ⇒ Φ 4 = E ⋅ nS4 A = −(0.27 ( N C) ⋅ m) z = 0 ( z = 0). r ˆ ˆ ˆ n = + i ⇒ Φ = E ⋅ n A = (−5.00 ( N C) ⋅ m)(0.300 m) 2 x =…

done for gravity. r ˆ ˆ 22.30: Given E = (−5.00 ( N C) ⋅ m) x i + (3.00 ( N C) ⋅ m) z k , edge length r ˆ ˆ L = 0.300 m, L = 0.300 m, and ns1 = − ˆ ⇒ Φ1 = E ⋅ nS1 A = 0. j r ˆ ˆ ˆ nS1 = + k ⇒ Φ 2 = E ⋅ nS2 A = (3.00 ( N C) ⋅ m)(0.300 m) 2 z = (0.27 ( N C)m) z = (0.27 ( N C)m)(0.300 m) = 0.081 ( N C) m 2 . r ˆ ˆ nS3 = + ˆ ⇒ Φ 3 = E ⋅ nS3 A = 0. j r ˆ ˆ ˆ nS4 = −k ⇒ Φ 4 = E ⋅ nS4 A = −(0.27 ( N C) ⋅ m) z = 0 ( z = 0). r ˆ ˆ ˆ n = + i ⇒ Φ = E ⋅ n A = (−5.00 ( N C) ⋅ m)(0.300 m) 2 x =…

done for gravity. r ˆ ˆ 22.30: Given E = (−5.00 ( N C) ⋅ m) x i + (3.00 ( N C) ⋅ m) z k , edge length r ˆ ˆ L = 0.300 m, L = 0.300 m, and ns1 = − ˆ ⇒ Φ1 = E ⋅ nS1 A = 0. j r ˆ ˆ ˆ nS1 = + k ⇒ Φ 2 = E ⋅ nS2 A = (3.00 ( N C) ⋅ m)(0.300 m) 2 z = (0.27 ( N C)m) z = (0.27 ( N C)m)(0.300 m) = 0.081 ( N C) m 2 . r ˆ ˆ nS3 = + ˆ ⇒ Φ 3 = E ⋅ nS3 A = 0. j r ˆ ˆ ˆ nS4 = −k ⇒ Φ 4 = E ⋅ nS4 A = −(0.27 ( N C) ⋅ m) z = 0 ( z = 0). r ˆ ˆ ˆ n = + i ⇒ Φ = E ⋅ n A = (−5.00 ( N C) ⋅ m)(0.300 m) 2 x =…

done for gravity. r ˆ ˆ 22.30: Given E = (−5.00 ( N C) ⋅ m) x i + (3.00 ( N C) ⋅ m) z k , edge length r ˆ ˆ L = 0.300 m, L = 0.300 m, and ns1 = − ˆ ⇒ Φ1 = E ⋅ nS1 A = 0. j r ˆ ˆ ˆ nS1 = + k ⇒ Φ 2 = E ⋅ nS2 A = (3.00 ( N C) ⋅ m)(0.300 m) 2 z = (0.27 ( N C)m) z = (0.27 ( N C)m)(0.300 m) = 0.081 ( N C) m 2 . r ˆ ˆ nS3 = + ˆ ⇒ Φ 3 = E ⋅ nS3 A = 0. j r ˆ ˆ ˆ nS4 = −k ⇒ Φ 4 = E ⋅ nS4 A = −(0.27 ( N C) ⋅ m) z = 0 ( z = 0). r ˆ ˆ ˆ n = + i ⇒ Φ = E ⋅ n A = (−5.00 ( N C) ⋅ m)(0.300 m) 2 x =…

Fo ¼ Deff 0 t , R2 z¼ r R (3:96) In the nondimensional form Fick’s equation becomes ! @X 1 @ n Deff @F ¼ n z Deff 0 @z @Fo z @z and the BCs assume the following form: BC I BC II  at z ¼ 1, at z ¼ 0, F¼0  @F * þBiD F ¼ 0 @z i (3:98) (3:99) (3:97) where n ¼ 0 for plate, 1 for cylinder, 2 for sphere, and r is current distance (radius) measured from the solid center. This parameter reaches a maximum value of R, i.e., plate is 2R thick if dried at both sides. @F @F ¼0 ¼0 @z @r ß…

para retornarem até o espectrômetro. Portanto, considerando ∆t o intervalo de tempo entre o momento do lançamento do pulso de estímulo e o momento do retorno dos campos excitados, pode-se mostrar que os campos excitados são referentes à posição z , tal que z= c ∆t 2n (1.3) Esta técnica de interrogação espacial é muito semelhante à empregada na Reflectometria Óptica no Domínio do Tempo (ou OTDR – Optical Time Domain Reflectometry), a qual é utilizada para inspeção da atenuação…

done for gravity. r ˆ ˆ 22.30: Given E = (−5.00 ( N C) ⋅ m) x i + (3.00 ( N C) ⋅ m) z k , edge length r ˆ ˆ L = 0.300 m, L = 0.300 m, and ns1 = − ˆ ⇒ Φ1 = E ⋅ nS1 A = 0. j r ˆ ˆ ˆ nS1 = + k ⇒ Φ 2 = E ⋅ nS2 A = (3.00 ( N C) ⋅ m)(0.300 m) 2 z = (0.27 ( N C)m) z = (0.27 ( N C)m)(0.300 m) = 0.081 ( N C) m 2 . r ˆ ˆ nS3 = + ˆ ⇒ Φ 3 = E ⋅ nS3 A = 0. j r ˆ ˆ ˆ nS4 = −k ⇒ Φ 4 = E ⋅ nS4 A = −(0.27 ( N C) ⋅ m) z = 0 ( z = 0). r ˆ ˆ ˆ n = + i ⇒ Φ = E ⋅ n A = (−5.00 ( N C) ⋅ m)(0.300 m) 2 x =…

content in a XNA game project, the sound content to be added must be in a specific file format, generated by the Microsoft Cross-Platform Audio Creation Tool, known as XACT. Creating Audio Content with XACT You use XACT to create sound banks and wave banks, compiled into an XAP file, which the game can then use through the content manager. In this section, you’ll learn the basics of how to create audio content with XACT and use it in a program, so you’ll be ready to include…

Amplitude-shift Keying – modulação por chaveamento de amplitude. BER – Bit-error Rate – Taxa de erro de bit. BPSK – Binary Phase-shift Keying – modulação por chaveamento binário de fase. CD – Chromatic Dispersion – dispersão cromática. CW – Continuous Wave – onda contínua. DBPSK – Differential Binary Phase-shift Keying – modulação por chaveamento binário de fase diferencial. DCF – Dispersion Compensating Fiber – fibra compensadora de dispersão. DI – Delay Interfometer –…