Can you solve this for me? AGXFll1BGegeben ist der obige, statisch bestimmte Rahmen. Berechnen Sie dasSchnittmoment M(x) im Rahmen in der Einheit kNm an der Stelle x = 0,6 · 1für F = 84,7 kN und 1 = 6,2 m. Verwenden Sie das eingezeichneteKoordinatensystem und beachten Sie die Schnittuferkonvention für dieSchnittgrößen des ebenen Balkens.Gegebene Größen:Belastung: F84,7 kNGeometrie: 1 = 6,2 mWichtig für die Berechnung: Rechnen Sie mit mindestens dreiNachkommastellen und runden Sie das Endergebnis (Schnittmoment M(x) imRahmen in der Einheit kNm an der Stelle x = 0,6 1) auf eineNachkommastelle. Geben Sie das Ergebnis mit Vorzeichen und einer gerundetenNachkommastelle getrennt durch ein Komma an (z.B. +6,7 oder -13,4).Antwort:

Answered: Image /qna-images/answer/a39e76d5-43c2-41dd-b2f4-da6aecec93cb.jpg

Answered: A G X F l l 1 B Gegeben ist der obige,…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Learning Goal: The element of material below is subjected to the state of stress shown, where a = 102.0 MPa, b = 52.00 MPa, and c = 22.00 MPa (Figure 1) Figure L. C 1 of 1 Review Determine the orientation of the planes of maximum and minimum normal stress, 01 and 2, respectively. Use the value for 02 that is negative. Then use this value to determine the value of 0p1- Express your answers to four significant figures separated by a comma. View Available Hint(s) Opl, Op2 = Submit VE ΑΣΦ ↓↑ Part B - In-plane principal stresses 01, 02 vec VE ΑΣΦΠ (1 SVAR Determine the in-plane principal stresses for the element (as oriented in Part A), and calculate ₁ and 2 such that they correspond with p1 and 0p2- Express your answers to four significant figures separated by a comma. ►View Available Hint(s) vec ? 6149 0 ? MPa, MPa
Show, using Mohr’s circle, that the depth of a tensioncrack is zcr=2 s u / γSat for a saturated clay. please solve step by step.
Ayúdame a resolver este problema de flexión y resistencia de materiales.
The device is used to measure a change in temperature. Bars AB and CD are made of A-36 steel and 2014-T6 aluminum alloy respectively. When the temperature is at 65° F, ACE is in the horizontal position. Figure 1.5 in. -0.25 in. C 3 in. 1 of 1 اساساسا Part A Determine the vertical displacement of the pointer at E when the temperature rises to 160 ° F. (Figure 1) Express your answer with the appropriate units. SE = Value Submit Request Answer Provide Feedback Units ?
Provide complete solution.
Un courant I circule en sens horaire dans un long solénoïde de 3,6 cm de diamètre et de 200 boucles/cm (voir figure ci-dessous). Jiny 1,70 cm 10 3,6 cm Iina Solénoïde Bobine circulaire Find Lind On insère au centre de ce solénoïde une bobine circulaire constituée de 80 boucles, chacune de diamètre 1,70 cm. La résistance de la bobine circulaire est de 2,8 . L'axe du solénoïde et de la bobine circulaire coïncide Le courant dans le solénoïde augmente avec un taux constant de 350 A/s. a) Déterminer la valeur absolue du courant induit lind dans la bobine circulaire. b) Déterminer le sens du courant induit dans la bobine circulaire. Dessinez l'orientation sur le schéma.
A body of mass 25 kg is resting on a horizontal surface, then its m*ax = 245.25 N. Find the m*ay. О а.0 O b. 1 N Ос. -1N O d. -245.25 N
A cylindrical body is subject to radial and circumferential stress. The radial stress varies with the radius by opp 10r with units of MPa. What is the circumferential stress at a point where r = 1 meter? O 10 MPa O 20 MPa O 22 MPa O zero (no circumferential stress)
1) The state of stress at a point in a body relative the xyz coordinate system is given by: - 30 25 Jol=-30 - 40 -15 kpsi 25 -15 10 Determine the stress tensor for a rotation of 55 degrees cw about the y axis using hand calculations only.
Assuming the stress state in a rotating gas turbine is axisymmetric, how many stress and/or displacement boundary conditions are needed to determine the complete stress state? 01 2 3 4
The two pistons at the ends of the cylinder gradually increase the air pressure. The circumferential stress in the cylinder must not exceed 3.8 MPa. What is the maximum air pressure (in MPa) that can be maintained in the cylinder? Express your response using three significant digits. GOʻGG 50 mm Cylinder wall thickness: 3 mm
The state of 2D stress at a point is given by a matrix [100 30] MPa MPа 30 20 Ox Txy Tyx Oyy The maximum shear stress in MPa is

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