trisquel-icecat/icecat/extensions/gnu/jsr@javascriptrestrictor/wrappingS-SENSOR-MAGNET.js

552 lines
21 KiB
JavaScript

/** \file
* \brief Wrappers for the Magnetometer Sensor
*
* \see https://www.w3.org/TR/magnetometer/
*
* \author Copyright (C) 2021 Radek Hranicky
*
* \license SPDX-License-Identifier: GPL-3.0-or-later
*/
//
// This program is free software: you can redistribute it and/or modify
// it under the terms of the GNU General Public License as published by
// the Free Software Foundation, either version 3 of the License, or
// (at your option) any later version.
//
// This program is distributed in the hope that it will be useful,
// but WITHOUT ANY WARRANTY; without even the implied warranty of
// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
// GNU General Public License for more details.
//
// You should have received a copy of the GNU General Public License
// along with this program. If not, see <https://www.gnu.org/licenses/>.
//
/** \file
* \ingroup wrappers
*
* MOTIVATION
*
* Magnetometer is a platform sensor available under the Generic Sensor API.
* Magnetometer measures strength and direction of the magnetic field at device's
* location. The interface offers sensor readings using three properties: x, y, and z.
* Each returns a number that describes the magnetic field aroud the particular axis.
* The numbers have a double precision and can be positive or negative, depending
* on the orientation of the field. The total strength of the magnetic field (M)
* can be calculated as M = sqrt(x^2 + z^2 + y^2). The unit is in microtesla (µT).
*
* The Earth's magnetic field ranges between approximately 25 and 65 µT. Concrete
* values depend on location, altitude, weather, interference made by other electric.
* devices, etc. While we consider it is unlikely that someone determines the precise
* location of the device from the Mangetometer values, its data can be used for
* fingerprinting. For instance, it can be determined wheter the device is moving or not.
* In case of a stationary device, we can make a fingerprint from the device's orientation.
* Another fingerprintable value is the average total strength of the field, which
* should remain stable if the device is at the same position and in the same environment.
*
*
* WRAPPING
*
* To protect the device, we are wrapping the x, y, z getters of the
* `Magnetometer.prototype` object. Instead of using the original data, we use
* artificially generated values that look like actual sensor readings.
*
* At every moment, our wrapper stores information about the previous reading. Each
* rewrapped getter first checks the `timestamp` value of the sensor object. If there
* is no difference from the previous reading's timestamp, the wrapper returns the
* last measured value. Otherwise, it provides a new fake reading.
*
* We designed our fake field generator to fulfill the following properties:
*
* - The randomness of the generator should be high enough to prevent attackers from
* deducing the sensor values.
* - Multiple scripts from the same website that access readings with the same
* timestamp must get the same results. And thus:
* - The readings are deterministic - e.g., for a given website and time, we must
* be able to say what values to return.
*
* For every "random" draw, we use the Mulberry32 sen_prng that is seeded with a value
* generated from the `domainHash` which ensures deterministic behavior for the given
* website. First, we choose the desired total strength `M` of the magnetic field at
* our simulated location. This is a pseudo-random number from 25 to 60 uT, like on
* the Earth.
*
* We support two variants of settings the initial axes orientaton:
* - A pseudorandom draw (RANDOM_AXES_ORIENTATION = true) - the original implementation
* - Calculation from the faked device rotation (shared by other wrappers) - improved version
*
* For both methods, the orientation is defined by a number from -1 to 1 for each axis:
* `baseX`, `baseY`, and `baseZ`. By modifying the above-shown formula, we calculate
* the `multiplier` that needs to be applied to the base values to get the desired field.
* The calculation is done as follows:
* - mult = (M * sqrt(baseX^2 + baseY^2 + baseZ^2) / (baseX^2 + baseY^2 + baseZ^2))
* Now, we know that for axis `x`, the value should fluctuate around `baseX * mult`, etc.
*
* How much the field changes over time is specified by the fluctuation factor (0;1]
* that can also be configured. For instance, 0.2 means that the magnetic field on
* the axis may change from the base value by 20% in both positive and negative way.
*
* The fluctuation is simulated by using a series of **sine** functions for each axis.
* Each sine has a unique amplitude, phase shift, and period. The number of sines per
* axis is chosen pseudorandomly based on the wrapper settings. For initial experiments,
* we used around 20 to 30 sines for each axis. The optimal configuration is in question.
* More sines give less predictable results, but also increase the computing complexity
* that could have a negative impact on the browser's performance.
*
* For the given timestamp `t`, we make the sum of all sine values at the point `x=t`.
* The result is then shifted over the y-axis by adding `base[X|Y|Z] * multiplier` to
* the sum. The initial configuration of the fake field generator was chosen intuitively
* to resemble the results of the real measurements. Currently, the generator uses at
* least one sine with the period around 100 us (with 10% tolerance), which seems to be
* the minimum sampling rate obtainable using the API on mobile devices. Then, at least
* one sine around 1 s, around 10 s, 1 minute, and 1 hour. When more than 5 sines are
* used, the cycle repeats using `modulo 5` and creates a new sine with the period around
* 100 us, but this time the tolerance is 20%. The same follows for seconds, tens of
* seconds, minutes, hours. The tolerance grows every 5 sines. For 11+ sines, the tolerance
* is 30% up to the maximum (currently 50%). The amplitude of each sine is chosen pseudo-
* randomly based on the **fluctuation factor** described above. The phase shift of each
* sine is also pseudo-random number from [0;2PI).
*
* Based on the results, this heuristic returns belivable values that look like actual
* sensor readings. Nevertheless, the generator uses a series of constants, whose optimal
* values should be a subject of future research and improvements. Perphaps, a correlation
* analysis with real mesurements could help in the future.
*
*
* POSSIBLE IMPROVEMENTS
* Non-stationary devices can be supported if the baseX,Y,Z is updated with each movement.
* Do more experiments in real environments and possibly update the reference magnetic field
* vector, or the sine generator, e.g. by simulating temporary pseudorandom electromagnetic
* interferences, etc.
*/
/*
* Create private namespace
*/
(function() {
/*
* \brief Initialization of data for storing sensor readings
*/
var init_data = `
var currentReading = currentReading || {orig_x: null, orig_y: null, orig_z: null, timestamp: null,
fake_x: null, fake_y: null, fake_z: null};
var previousReading = previousReading || {orig_x: null, orig_y: null, orig_z: null, timestamp: null,
fake_x: null, fake_y: null, fake_z: null};
var emulateStationaryDevice = (typeof args === 'undefined') ? true : args[0];
var debugMode = false;
const TWOPI = 2 * Math.PI;
`;
/*
* \brief Property getters of the original sensor object
*/
var orig_getters = `
var origGetX = Object.getOwnPropertyDescriptor(Magnetometer.prototype, "x").get;
var origGetY = Object.getOwnPropertyDescriptor(Magnetometer.prototype, "y").get;
var origGetZ = Object.getOwnPropertyDescriptor(Magnetometer.prototype, "z").get;
var origGetTimestamp = Object.getOwnPropertyDescriptor(Sensor.prototype, "timestamp").get;
`;
/*
* \brief Constructor of the sine configuration object
*/
function SineCfg() {
this.center = 0;
this.amplitude = 1;
this.shift = 0;
this.period = 1;
}
/*
* \brief Creates sine configurations based on the given settings
*
* \param Minimum number of sines
* \param Maximum number of sines
* \param Center 'y' value that the sine should spin around
* \param Minimal fluctuation factor of a sine
* \param Maximal fluctuation factor of a sine
* \param Minimal period of a sine
* \param Maximal period of a sine
*/
function configureSines(cntMin, cntMax, center, flucMin, fluctMax, periodMin, periodMax) {
// This is helping function for the field generator
// Configures an array of sines for the given settings
// How many sines we have?
var cnt = Math.floor(sen_prng() * (cntMax - cntMin + 1) + cntMin);
// max difference from base period
const TOLERANCE_MAX = 0.5;
// What is the typical amplitude for these sines?
var sineAmplitude = center / cnt;
var fluctMinMax = flucMin - fluctMax;
let sines = [];
let iteration = 0;
let tolerance = 0.1;
for (let i = 0; i < cnt; i++) {
let s = new SineCfg();
let fluctuationFactor = sen_prng() * (fluctMinMax) + fluctMax;
s.center = center;
s.amplitude = sineAmplitude * fluctuationFactor;
s.shift = sen_prng() * TWOPI;
let series = i % 5;
switch(series) {
case 0:
iteration += 1;
// increase tolerance for new iterations
if (iteration > 1 && tolerance < TOLERANCE_MAX) {
tolerance += 0.1;
}
// Minimal sampling rate (default: 100 miliseconds)
s.period = sen_generateAround(periodMin, tolerance);
break;
case 1: // Seconds
s.period = sen_generateAround(1000, tolerance);
break;
case 2: // Tens of seconds
s.period = sen_generateAround(10000, tolerance);
break;
case 3: // Minutes
s.period = sen_generateAround(60000, tolerance);
break;
case 4: // Hours
s.period = sen_generateAround(3600000, tolerance);
break;
}
sines.push(s);
}
return sines;
}
/*
* \brief Fake magnetic field generator class
* (Modify the constants below to change the generator's behavior.)
*/
class FieldGenerator {
constructor() {
// Specifies, how much the values may (pseudorandomly) oscillate,
// i.e., how much the may relatively differ from the chosen center value
// in both positiva and negative way
this.FLUCTUATION_MIN = 0.20;
this.FLUCTUATION_MAX = 0.45;
this.AXES_OSCILLATE_DIFFERENTLY = true;
this.NUMBER_OF_SINES_MIN = 25;
this.NUMBER_OF_SINES_MAX = 30;
// Shifts the phase of each axis randomly [0, 2*PI)
this.RANDOM_PHASE_SHIFT = true;
// Minimum sampling rate of the device(s)
// Motivation: It does not have sense to waste computing resources
// by oscillating in periods smaller than this value
this.MIN_SAMPLING_RATE = 100; // [ms]
// Period configuration
this.PERIOD_MIN = this.MIN_SAMPLING_RATE;
this.PERIOD_MAX = 60000 // 1 minute
// Defines whether the axes orientation is generated pseudorandomly
// true = A PRNG is used to draw the orientation of x/y/z axes
// false = orientation is calculated from the Earth's reference
// coordinate system and the (faked) orientation of the
// phone defined by the global rotation matrix (orient.rotMat)
this.RANDOM_AXES_ORIENTATION = false;
let m = generateBaseField();
// Base of each axis
var baseX = 0;
var baseY = 0;
var baseZ = 0;
// Calculate the axes base
if (this.RANDOM_AXES_ORIENTATION) {
/*
* Pseudorandom axes orientation
*
* The generateRandomAxisBase() is used to draw a number between
* -1 and 1 for each axis base.
*/
baseX = generateRandomAxisBase();
baseY = generateRandomAxisBase();
baseZ = generateRandomAxisBase();
} else {
/*
* Calculation of axes orientation from the device's rotation
*
* The magnetic field vector is oriented towards the Earth's magnetic
* north and towards the center of the earth.
*/
let referenceMagVec = [0, 0.4, -0.6];
/*
* Actual field's strengths in all directions, based on the orientation:
* (Tested on Samsung Galaxy S21 Ultra [And12] and Xiaomi Redmi 9 [And11])
*
* Legend:
* -- ... highly negative
* - ... negative
* 0 ... zero
* + ... positive
* ++ ... highly positive
*
* +-------+-------+------+---+---+---+
* | yaw | pitch | roll | x | y | z |
* +-------+-------+------+---+---+---+
* | 0 0 0 0 + -- |
* | PI 0 0 0 - -- |
* | PI/2 0 0 - 0 -- |
* | -PI/2 0 0 + 0 -- |
* +----------------------------------+
*/
// The vector is rotated using the device's fake rotation matrix
var deviceMagVec = multVectRot(referenceMagVec, orient.rotMat);
if (debugMode) {
}
// The orientation is taken from the elements of the vector
baseX = deviceMagVec[0];
baseY = deviceMagVec[1];
baseZ = deviceMagVec[2];
}
var baseX2 = Math.pow(baseX,2)
var baseY2 = Math.pow(baseY,2)
var baseZ2 = Math.pow(baseZ,2)
// The total magnetic field strength is calculated as:
// m = sqrt(x^2, y^2, z^2)
// where x,y,z are strengs in individual directions (axes).
//
// For x,y,z, the algorithm generates a sine-based fluctuation around
// a center value for each axis. For axis x, it is calculated as:
// x = baseX * multiplier
//
// At this moment, we have calculate the basis (-1,1) for each axis.
// Now, we calculate the multiplier:
//
// m + sqrt(baseX^2 + baseY^2 + baseZ^2)
// multiplier = +/- -------------------------------------
// baseX^2 + baseY^2 + baseZ^2
//
// Values at axis X will oscillate around: baseX * multiplier, etc.
let mult = (m * Math.sqrt(baseX2 + baseY2 + baseZ2))
/ (baseX2 + baseY2 + baseZ2);
this.baseField = m,
this.multiplier = mult,
this.x = {
base: baseX,
center: baseX * mult,
sines: [],
value: null
};
this.y = {
base: baseY,
center: baseY * mult,
sines: [],
value: null
};
this.z = {
base: baseZ,
center: baseZ * mult,
sines: [],
value: null
};
this.x.sines = configureSines(this.NUMBER_OF_SINES_MIN, this.NUMBER_OF_SINES_MAX, this.x.center,
this.FLUCTUATION_MIN, this.FLUCTUATION_MAX, this.PERIOD_MIN, this.PERIOD_MAX);
this.y.sines = configureSines(this.NUMBER_OF_SINES_MIN, this.NUMBER_OF_SINES_MAX, this.y.center,
this.FLUCTUATION_MIN, this.FLUCTUATION_MAX, this.PERIOD_MIN, this.PERIOD_MAX);
this.z.sines = configureSines(this.NUMBER_OF_SINES_MIN, this.NUMBER_OF_SINES_MAX, this.z.center,
this.FLUCTUATION_MIN, this.FLUCTUATION_MAX, this.PERIOD_MIN, this.PERIOD_MAX);
}
// Updates the x/y/z values based on timestamp
update(t) {
// Simulate the magnetic field fluctuation based on settings
// Center is added only once - we want to y-shift the result, not individial sines
this.x.value = this.x.center + this.x.sines.reduce(function (val, s) {
return val + (Math.sin(t * (TWOPI/s.period) + s.shift) * s.amplitude);
}, 0);
this.y.value = this.y.center + this.y.sines.reduce(function (val, s) {
return val + (Math.sin(t * (TWOPI/s.period) + s.shift) * s.amplitude);
}, 0);
this.z.value = this.z.center + this.z.sines.reduce(function (val, s) {
return val + (Math.sin(t * (TWOPI/s.period) + s.shift) * s.amplitude);
}, 0);
}
}
/*
* \brief Pseudorandomly draws the desired total magnetic field around the device
*/
function generateBaseField() {
const FIELD_MIN = 25;
const FIELD_MAX = 60;
return sen_prng() * (FIELD_MIN - FIELD_MAX) + FIELD_MAX;
}
/*
* \brief Pseudorandomly draws the orientation of X, Y, Z axes
*/
function generateRandomAxisBase() {
// Returns a number in (-1,1)
var v = sen_prng(); // Random in [0,1)
v *= Math.round(sen_prng()) ? 1 : -1; // 50% change for positive / negative
return v;
}
/*
* \brief Updates the stored (both real and fake) sensor readings
* according to the data from the sensor object.
*
* \param The sensor object
*/
function updateReadings(sensorObject) {
// We need the original reading's timestamp to see if it differs
// from the previous sample. If so, we need to update the faked x,y,z
let previousTimestamp = previousReading.timestamp;
let currentTimestamp = origGetTimestamp.call(sensorObject);
if (debugMode) {
// [!] Debug mode: overriding timestamp
// This allows test suites to set a custom timestamp externally
// by modifying the property of the Magnetometer object directly.
currentTimestamp = sensorObject.timestamp;
}
if (currentTimestamp === previousTimestamp) {
// No new reading, nothing to update
return;
}
// Rotate the readings: previous <- current
previousReading = JSON.parse(JSON.stringify(currentReading));
// Update current reading
// NOTE: Original values are also stored for possible future use
// in improvements of the magnetic field generator
currentReading.orig_x = origGetX.call(sensorObject);
currentReading.orig_y = origGetY.call(sensorObject);
currentReading.orig_z = origGetZ.call(sensorObject);
currentReading.timestamp = currentTimestamp;
fieldGenerator.update(currentTimestamp);
currentReading.fake_x = fieldGenerator.x.value;
currentReading.fake_y = fieldGenerator.y.value;
currentReading.fake_z = fieldGenerator.z.value;
if (debugMode) {
}
}
/*
* \brief Initializes the related generators
*/
var generators = `
// Initialize the field generator, if not initialized before
var fieldGenerator = fieldGenerator || new FieldGenerator();
`;
var helping_functions = sensorapi_prng_functions + device_orientation_functions
+ SineCfg + configureSines + FieldGenerator
+ generateBaseField + generateRandomAxisBase + updateReadings;
var hc = init_data + orig_getters + helping_functions + generators;
var wrappers = [
{
parent_object: "Magnetometer.prototype",
parent_object_property: "x",
wrapped_objects: [],
helping_code: hc,
post_wrapping_code: [
{
code_type: "object_properties",
parent_object: "Magnetometer.prototype",
parent_object_property: "x",
wrapped_objects: [],
/** \brief replaces Sensor.prototype.x getter to return a faked value
*/
wrapped_properties: [
{
property_name: "get",
property_value: `
function() {
updateReadings(this);
return currentReading.fake_x;
}`,
},
],
}
],
},
{
parent_object: "Magnetometer.prototype",
parent_object_property: "y",
wrapped_objects: [],
helping_code: hc,
post_wrapping_code: [
{
code_type: "object_properties",
parent_object: "Magnetometer.prototype",
parent_object_property: "y",
wrapped_objects: [],
/** \brief replaces Sensor.prototype.y getter to return a faked value
*/
wrapped_properties: [
{
property_name: "get",
property_value: `
function() {
updateReadings(this);
return currentReading.fake_y;
}`,
},
],
}
],
},
{
parent_object: "Magnetometer.prototype",
parent_object_property: "z",
wrapped_objects: [],
helping_code: hc,
post_wrapping_code: [
{
code_type: "object_properties",
parent_object: "Magnetometer.prototype",
parent_object_property: "z",
wrapped_objects: [],
/** \brief replaces Sensor.prototype.z getter to return a faked value
*/
wrapped_properties: [
{
property_name: "get",
property_value: `
function() {
updateReadings(this);
return currentReading.fake_z;
}`,
},
],
}
],
},
]
add_wrappers(wrappers);
})()