Question

In: Chemistry

Make a plot of bonding energy versus melting temperature for Al, Ag, and Au.

Make a plot of bonding energy versus melting temperature for Al, Ag, and Au.

Solutions

Expert Solution

Bonding Energy(KCal/mol) Melting Temperature(in Celsius)
Al 77.92 660
Ag 67.88 961
Au 90.58 1064

The bonding Energy of the metals are taken from their Heat of Atomisation values which are assumed to be equal to bonding energies of these metals.Different atoms based on their nature, arrange themselves in different crystalline forms. The order in which atoms associate with neighbors, determine the bonding energy.

The High Bonding Energy essentially makes the metallic bonding which slowly departs from the covalent bonding by the increase of thr bonding energy and the correlating increase of the melting point.


Related Solutions

The melting points of Cu, Ag and Au follow the order (a) Cu > Ag > Au (b) Cu >Au > Ag (c) Au > Ag > Cu (d) Ag > Au > Cu
The melting points of Cu, Ag and Au follow the order____________.(a) Cu > Ag > Au(b) Cu >Au > Ag(c) Au > Ag > Cu(d) Ag > Au > Cu
make a plot of the data in the table below , plot position versus time time...
make a plot of the data in the table below , plot position versus time time squared (t2 ). make sure to label your graph properly.( Y axis title with units, X axis title with unit, title of the graph with equation , major tick marks. use data to plot the graph manually. use proper scal measurement position(m) time(s) time2 (s2 ) 1 0 0 0 2 5 1 1 3 21 2 4 4 46 3 9 5 82...
Bouncing (Elastic) Collisions; Enter the data into the spreadsheet and plot the initial energy versus the...
Bouncing (Elastic) Collisions; Enter the data into the spreadsheet and plot the initial energy versus the final energy. Do a straight line fit to find the slope and intercept of this graph. Put the best-fit straight line on your graph. Does the slope and y-intercept agree, to within 90% confidence, with the value you expect? Results: Elastic: Mass of left car = 200kg, Mass of right car = 400kg initial velocity of left car initial velocity of right car         final...
The figure shows a plot of potential energy U versus position x of a 0.250 kg...
The figure shows a plot of potential energy U versus position x of a 0.250 kg particle that can travel only along an x axis under the influence of a conservative force. The graph has these values: UA = 9.00 J, UC = 20.0 J and UD = 24.0 J. The particle is released at the point where U forms a “potential hill” of “height” UB = 12.0 J, with kinetic energy 8.00 J. What is the speed of the...
PYTHON COMPUTER CODE PROGRAMMING - DISPLAYING A PLOT OF TEMPERATURE VERSUS DEPTH WHEN GIVEN A LATITUDE....
PYTHON COMPUTER CODE PROGRAMMING - DISPLAYING A PLOT OF TEMPERATURE VERSUS DEPTH WHEN GIVEN A LATITUDE. PYTHON ASSIGNMENT. NOT SURE HOW TO PLOT THIS DATA WITH THE GIVEN INFO BELOW: Just as the atmosphere may be divided into layers characterized by how the temperature changes as altitude increases, the oceans may be divided into zones characterized by how the temperature changes as depth increases. We shall divide the oceans into three zones: the surface zone comprises the water at depths...
1. Make a plot of Specific heat versus Atomic number. Fit it to a Power-Law. Alkali...
1. Make a plot of Specific heat versus Atomic number. Fit it to a Power-Law. Alkali metal Atomic number Atomic weight Specific heat (J/g/°K) Lithium 3 6.941 3.582 Sodium 11 22.99 1.228 Potassium 19 38.098 0.757 Rubidium 37 86.468 0.363 Cesium 55 132.905 0.242 Francium 87 223 — a. What is the power (of your Power-Law trendline)? What is the coefficient? b. If you were to use the formula to predict a specific heat of Francium, what is the predicted...
Pendulum experiment: 1) create a plot of length (x axis) versus average period (y axis). Make...
Pendulum experiment: 1) create a plot of length (x axis) versus average period (y axis). Make sure to clearly label your axes and indicate units. (2) create a plot of length (x axis) versus (average period)2 (y axis). Add a linear trend line. Record the slope of the best fit line. (3) recall that the period of an ideal simple pendulum is given by the following relation: T= 2pi sq rt of L/g squaring both sides of the equation gives...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT