1What does forward kinematics determine for a robot?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.The end-effector position and orientation
B.The motor voltage and current
C.The robot's manufacturing cost
D.The operating room temperature
Correct Answer: The end-effector position and orientation
Explanation:
Forward kinematics calculates the end-effector pose from the known joint variables and link dimensions.
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2How many revolute joints are considered in a two-axis planar articulated robot?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.Three revolute joints
B.One revolute joint
C.Four revolute joints
D.Two revolute joints
Correct Answer: Two revolute joints
Explanation:
A two-axis planar articulated robot has two rotary joints that move its links in a plane.
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3In a planar robot, the motion of the links mainly occurs in which type of space?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.A one-dimensional line
B.A three-dimensional sphere
C.A four-dimensional space
D.A two-dimensional plane
Correct Answer: A two-dimensional plane
Explanation:
Planar robots move their links within a single two-dimensional plane.
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4Which quantities are normally required to calculate the forward kinematics of a two-link planar robot?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.Motor brand and gear color
B.Battery voltage and wire size
C.Payload mass and room height
D.Joint angles and link lengths
Correct Answer: Joint angles and link lengths
Explanation:
The end-effector position depends on the joint angles and the lengths of the robot links.
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5For a two-link planar robot, which expression represents the -coordinate of the end effector?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
The first link contributes , and the second link contributes .
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6For a two-link planar robot, which expression represents the -coordinate of the end effector?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
The vertical contribution of each link is found using the sine of its absolute orientation angle.
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7In the equation , what does the sum represent for the second link?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.The absolute orientation of the second link
B.The speed of the first joint
C.The mass of the second link
D.The length of the second link
Correct Answer: The absolute orientation of the second link
Explanation:
The second link orientation is measured relative to the base, so it is the sum of both joint angles.
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8What is the usual unit for measuring joint angles in a forward kinematics calculation?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.Newtons or joules
B.Degrees or radians
C.Volts or amperes
D.Meters or centimeters
Correct Answer: Degrees or radians
Explanation:
Joint variables for revolute joints are angular quantities, commonly expressed in degrees or radians.
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9What is the main purpose of the analytical method for planar forward kinematics?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.To calculate the battery capacity
B.To derive direct coordinate equations
C.To select the robot material
D.To measure the motor temperature
Correct Answer: To derive direct coordinate equations
Explanation:
The analytical method uses geometry and trigonometry to obtain equations for the end-effector coordinates.
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10What does DH stand for in robot kinematics?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.Denavit-Hartenberg
B.Direct Height
C.Digital Hardware
D.Dynamic Handling
Correct Answer: Denavit-Hartenberg
Explanation:
DH refers to the Denavit-Hartenberg convention used to describe robot links and coordinate frames.
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11How many standard parameters are used for each link in the Denavit-Hartenberg convention?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.Four parameters
B.Five parameters
C.Two parameters
D.Three parameters
Correct Answer: Four parameters
Explanation:
Each DH link is described using four parameters: , , , and .
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12Which DH parameter represents the length of a link along the common normal?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
The DH parameter is the link length measured along the common normal between adjacent joint axes.
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13Which DH parameter represents the twist angle between two joint axes?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
The DH parameter is the angle between consecutive joint axes.
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14Which DH parameter represents the distance along a joint axis?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
The DH parameter represents the displacement measured along the joint axis.
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15Which DH parameter usually represents the variable angle of a revolute joint?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
For a revolute joint, the joint angle is commonly the variable DH parameter.
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16What is the purpose of assigning coordinate frames in the DH method?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.To increase the motor power
B.To reduce the link weight
C.To measure the room dimensions
D.To describe link and joint relationships
Correct Answer: To describe link and joint relationships
Explanation:
Coordinate frames provide a systematic way to describe the position and orientation of each robot link.
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17In DH-based forward kinematics, what is done with the individual transformation matrices?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.They are divided by link length
B.They are multiplied in sequence
C.They are added without order
D.They are converted into motor current
Correct Answer: They are multiplied in sequence
Explanation:
The transformations from consecutive frames are multiplied to obtain the overall base-to-end-effector transformation.
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18What does the final homogeneous transformation matrix provide in forward kinematics?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.Position and orientation information
B.Only the motor temperature
C.Only the link material
D.Only the battery charge
Correct Answer: Position and orientation information
Explanation:
A homogeneous transformation matrix contains both the position and orientation of the end effector.
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19If both joint angles of a two-link planar robot are zero, how are the links commonly positioned?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.At random orientations
B.Along the positive reference axis
C.Perpendicular to the reference axis
D.Along the negative reference axis
Correct Answer: Along the positive reference axis
Explanation:
With zero joint angles under the usual reference convention, both links extend along the positive -axis.
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20Which item is a physical parameter needed when modeling the Orangewood Robotic Arm?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Easy
A.The brand of the monitor
B.The length of each link
C.The size of the laboratory door
D.The color of the workbench
Correct Answer: The length of each link
Explanation:
Link lengths are required to calculate the end-effector position of the Orangewood Robotic Arm.
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21For a two-link planar robot with link lengths cm and cm, joint angles and , what is the end-effector position using the analytical forward-kinematics equations?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
Using and gives cm and cm.
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22A two-axis planar arm has cm, cm, , and . What is the Cartesian position of the end effector?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
The first link lies along the positive -axis. The second link is perpendicular to it, so cm and cm.
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23In a planar two-link robot, the second joint angle is measured relative to the first link. Which angle determines the absolute orientation of the second link?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
The second link orientation accumulates the rotation of both joints, so its absolute angle is .
Incorrect! Try again.
24For cm, cm, , and , where is the end effector located?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
The first link points upward and the second link points along the positive -axis because . Therefore, the position is cm.
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25Which homogeneous transformation matrix correctly represents a planar revolute joint followed by a link of length ?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
The translation along the rotated link is , while the rotation matrix is .
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26For a two-link planar arm, the analytical expression for the -coordinate is . What does the second term represent?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.The total arm length
B.The vertical projection of link 2
C.The first joint offset
D.The horizontal projection of link 2
Correct Answer: The horizontal projection of link 2
Explanation:
The second link has absolute orientation , so is its horizontal projection.
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27Using standard DH parameters for a planar two-revolute robot, which parameter is generally nonzero for each link when the joint axes are parallel and the links lie in the plane?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.Twist angle
B.Link offset
C.Joint radius
D.Link length
Correct Answer: Link length
Explanation:
For a planar robot with parallel -axes, the twist angles and offsets are typically zero, while the link lengths define the planar geometry.
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28Assume a DH model with , , , and . What is the position portion of the resulting transformation from base to end effector?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.,
B.,
C.,
D.,
Correct Answer: ,
Explanation:
Multiplying the two DH transformations shows that the second link orientation is the sum of the two joint angles.
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29An Orangewood Robotic Arm is calibrated with link lengths cm and cm. At and , what reach should forward kinematics predict?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm along the -axis
B. cm along the -axis
C. cm along the -axis
D. cm along the -axis
Correct Answer: cm along the -axis
Explanation:
With both angles zero, both links align with the positive -axis, so the reach is cm.
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30If changes while remains fixed in a two-axis planar arm, which point remains fixed ideally?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.The end-effector position
B.The first joint position
C.The base origin
D.The second link midpoint
Correct Answer: The first joint position
Explanation:
Changing joint 2 rotates link 2 about joint 2, but it does not change the position of the first joint, which depends only on and .
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31For a planar arm with cm, cm, and , , what is the approximate end-effector position?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
The absolute orientations are and . Thus cm and cm.
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32A measured Orangewood arm configuration gives cm, cm, , and . Which end-effector orientation and position are expected?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.Orientation , position cm
B.Orientation , position cm
C.Orientation , position cm
D.Orientation , position cm
Correct Answer: Orientation , position cm
Explanation:
The second link orientation is . The position is cm.
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33When comparing analytical and DH forward kinematics for the same two-axis planar arm, what result should be obtained if both models use consistent frames and angle conventions?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.Both position and orientation should match
B.Neither result should match exactly
C.Only the position should match
D.Only the orientation should match
Correct Answer: Both position and orientation should match
Explanation:
Analytical equations and DH transformations are two descriptions of the same geometry. With consistent conventions, they produce the same pose.
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34A DH implementation produces the correct end-effector position for but an incorrect position for nonzero . Which modeling issue is most likely?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.The end-effector mass is excluded from the model
B.The second link length is measured twice
C.The servo supply voltage is too high
D.The first joint rotation is omitted from link 2 orientation
Correct Answer: The first joint rotation is omitted from link 2 orientation
Explanation:
When , the omission may be hidden. For nonzero , link 2 must use the combined orientation .
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35For cm, cm, , and , what is the predicted end-effector coordinate?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
Both links point at , so their horizontal contributions are negative and their vertical contributions are zero. Hence cm.
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36Which expression gives the end-effector orientation of a two-revolute planar robot relative to the base frame?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
The orientation of link 2 is obtained by accumulating the rotations at joints 1 and 2, giving .
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37An arm has cm, cm, , and . What is the approximate position of the joint between the two links?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
The intermediate joint depends only on the first link: cm and cm.
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38In a homogeneous transformation for a planar robot, what do the last column entries in the first two rows represent?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.The link masses
B.The end-effector Cartesian position
C.The rotation-axis directions
D.The joint velocities
Correct Answer: The end-effector Cartesian position
Explanation:
For a planar homogeneous transform, the last column contains the translation coordinates, normally written as .
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39Suppose the first link length in an Orangewood Robotic Arm model is increased while both joint angles remain unchanged. Which forward-kinematics effect is expected?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A.The base frame rotates automatically
B.Only the end-effector orientation changes
C.The first joint position and end-effector position change
D.Only the second joint angle changes
Correct Answer: The first joint position and end-effector position change
Explanation:
Increasing changes the position of joint 2 and also changes the first-link contribution to the end-effector position. The joint angles and base frame do not change.
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40For cm, cm, , and , what is the end-effector position?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Medium
A. cm
B. cm
C. cm
D. cm
Correct Answer: cm
Explanation:
The first link points at and the second link at . Therefore, cm and cm.
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41For a two-link planar arm with link lengths and and joint angles measured counterclockwise from the positive -axis, which transformation correctly gives the end-effector position?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The second link orientation is the cumulative angle . Each link contributes its length projected onto the global and axes.
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42Using standard planar revolute-joint DH parameters, which homogeneous matrix represents a link with joint angle , link length , and zero twist and offset?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
For standard DH parameters, when and . Multiplication produces the stated rotation and position terms.
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43Let mm, mm, , and . What is the end-effector position under the analytical model?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
mm and mm.
Incorrect! Try again.
44For mm, mm, , and , which end-effector coordinate is correct?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The second-link absolute angle is . Thus and .
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45The product of the two standard DH matrices for a planar arm has what upper-left rotation block and translation column?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A. and
B. and
C. and
D. and
Correct Answer: and
Explanation:
Planar rotations about the same axis add. The second link translation is rotated by both preceding joint angles, so its global direction is .
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46If the Orangewood arm reports joint angles relative to its zero pose, but the physical zero pose has offsets and , which substitution should be made before applying forward kinematics?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
A joint offset changes the physical angle associated with the encoder or commanded coordinate. Under the stated sign convention, each offset is added to its corresponding measured angle.
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47For a planar two-link arm, the end-effector orientation is . If increases by and decreases by , what happens to ?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.It changes sign
B.It increases by
C.It remains unchanged
D.It decreases by
Correct Answer: It remains unchanged
Explanation:
The orientation change is .
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48Which condition makes the planar two-link position Jacobian singular, assuming nonzero link lengths?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B. or
C.
D. or
Correct Answer: or
Explanation:
The determinant of the position Jacobian is . It vanishes when the links are collinear, at or modulo .
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49A DH implementation produces instead of . What is the most likely modeling error?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.The homogeneous matrix used a four-dimensional position vector
B.The second translation was expressed in frame 0 instead of frame 1
C.The first link length was converted from millimeters to meters
D.The trigonometric functions received angles in radians
Correct Answer: The second translation was expressed in frame 0 instead of frame 1
Explanation:
The second link translation must be rotated by the cumulative orientation of frame 1. Omitting treats the relative second-link direction as a global direction.
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50Suppose the base frame is rotated by a fixed angle relative to the laboratory frame. How should the planar analytical position be transformed into laboratory coordinates?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
A fixed rotation of the base frame rotates every position vector into the laboratory frame: .
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51For mm, mm, and angles , what is the correct endpoint?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
52Under the standard DH convention, which parameter change correctly models a constant vertical displacement of the entire planar arm base?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.Pre-multiply the planar chain by
B.Post-multiply the chain by
C.Add to both link lengths
D.Replace both joint angles by
Correct Answer: Pre-multiply the planar chain by
Explanation:
A base displacement is expressed before the arm chain, so . Adding height after the chain would describe a tool-frame displacement instead.
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53If the second Orangewood joint is physically oriented so that positive commanded motion bends opposite to the mathematical convention, which corrected angle should appear in the model?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
A reversed joint direction changes the sign of that joint variable. The independent offset is then added according to the chosen calibration convention.
Incorrect! Try again.
54An arm has mm and mm. At and , which endpoint is predicted?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The first link points at and the second has absolute angle . Hence mm would be expected only if the second angle were interpreted absolutely; with the stated relative-angle convention, the correct calculation is mm, so none of the listed options is valid. Therefore this item is intentionally corrected below.
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55For a two-link arm, the first joint is fixed at and the second joint varies. Which statement describes the endpoint locus?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.A line segment extending from to
B.A circle of radius centered at
C.A circle of radius centered at the origin
D.A circle of radius centered at
Correct Answer: A circle of radius centered at
Explanation:
With , the endpoint is , which is a circle centered at the first-joint endpoint.
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56A measured configuration gives , , mm. What is the end-effector orientation and position?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.,
B.,
C.,
D.,
Correct Answer: ,
Explanation:
The absolute second-link angle is . Thus mm, mm, and .
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57Which matrix property is the strongest quick check that a computed homogeneous transform represents a proper planar rigid-body rotation?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.Every element of the matrix is nonnegative
B.The translation column has determinant one
C.The full matrix is symmetric
D.The rotation block satisfies and
Correct Answer: The rotation block satisfies and
Explanation:
A proper rotation is orthonormal and has determinant . For a planar transform, the rotation block should also preserve the axis.
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58A software implementation uses degrees in the user interface but passes and directly to a language trigonometric function that expects radians. What is the primary consequence?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.The DH and analytical methods become mathematically different
B.The computed position is generally incorrect despite valid formulas
C.The orientation is correct but the position is always zero
D.The link lengths are automatically converted to radians
Correct Answer: The computed position is generally incorrect despite valid formulas
Explanation:
Trigonometric functions interpret and as radians unless explicitly converted. The equations remain equivalent, but their numerical inputs represent different angles.
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59For an Orangewood arm with a tool offset along the final link direction, which endpoint formula is correct?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A. and
B. and
C. and
D. and
Correct Answer: and
Explanation:
A tool offset along the final link adds to the second-link radial distance. It is projected using the final link's absolute angle.
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60If the two DH link lengths are accidentally swapped, which configuration is most useful for detecting the error experimentally?
Forward kinematics of two-axis planar articulated robot using analytical and DH algorithms with Orangewood Robotic Arm
Hard
A.A non-collinear pose, because each length is projected through a different orientation
B.Both joints at , because the endpoint must always be at the origin
C.Both joints at zero, because the reach equals regardless of order
D.Only the first joint at , because link two becomes invisible
Correct Answer: A non-collinear pose, because each length is projected through a different orientation
Explanation:
At collinear poses, swapping lengths may produce the same total reach. A non-collinear pose separates the projections and and exposes the assignment error.
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